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| Connected Components of Moduli Stacks of Torsors via Tamagawa Numbers
Behrend, Kai; Dhillon, Ajneet
Let $X$ be a smooth projective geometrically connected curve over a finite field with function field $K$. Let $\G$ be a connected semisimple group scheme over $X$. Under certain hypotheses we prove the equality of two numbers associated with $\G$. The first is an arithmetic invariant, its Tamagawa number. The second is a geometric invariant, the number of connected components of the moduli stack of $\G$-torsors on $X$. Our results are most useful for studying connected components as much is known about Tamagawa numbers.
| The Minimal Resolution Conjecture for Points on the Cubic Surface
Casanellas, M.
In this paper we prove that a generalized version of the Minimal Resolution Conjecture given by Musta\c{t}\v{a} holds for certain general sets of points on a smooth cubic surface $X \subset \PP^3$. The main tool used is Gorenstein liaison theory and, more precisely, the relationship between the free resolutions of two linked schemes.
| Composition operators on $\mu$-Bloch spaces
Chen, Huaihui; Gauthier, Paul
Given a positive continuous function $\mu$ on the interval $0<t\le1$, we consider the space of so-called $\mu$-Bloch functions on the unit ball. If $\mu(t)=t$, these are the classical Bloch functions. For $\mu$, we define a metric $F_z^\mu(u)$ in terms of which we give a characterization of $\mu$-Bloch functions. Then, necessary and sufficient conditions are obtained in order that a composition operator be a bounded or compact operator between these generalized Bloch spaces. Our results extend those of Zhang and Xiao.
| Ascent Properties of Auslander Categories
Christensen, Lars Winther; Holm, Henrik
Let $R$ be a homomorphic image of a Gorenstein local ring. Recent work has shown that there is a bridge between Auslander categories and modules of finite Gorenstein homological dimensions over $R$.
| The Ample Cone of the Kontsevich Moduli Space
Coskun, Izzet; Harris, Joe; Starr, Jason
We produce ample (resp.\ NEF, eventually free) divisors in the Kontsevich space $\Kgnb{0,n} (\mathbb P^r, d)$ of $n$-pointed, genus $0$, stable maps to $\mathbb P^r$, given such divisors in $\Kgnb{0,n+d}$. We prove that this produces all ample (resp.\ NEF, eventually free) divisors in $\Kgnb{0,n}(\mathbb P^r,d)$. As a consequence, we construct a contraction of the boundary $\bigcup_{k=1}^{\lfloor d/2 \rfloor} \Delta_{k,d-k}$ in $\Kgnb{0,0}(\mathbb P^r,d)$, analogous to a contraction of the boundary $\bigcup_{k=3}^{\lfloor n/2 \rfloor} \tilde{\Delta}_{k,n-k}$ in $\kgnb{0,n}$ first constructed by Keel and McKernan.
| Characterizing Complete Erd\H os Space
Dijkstra, Jan J.; Mill, Jan van
The space now known as {\em complete Erd\H os space\/} $\cerdos$ was introduced by Paul Erd\H os in 1940 as the closed subspace of the Hilbert space $\ell^2$ consisting of all vectors such that every coordinate is in the convergent sequence $\{0\}\cup\{1/n:n\in\N\}$. In a solution to a problem posed by Lex G. Oversteegen we present simple and useful topological characterizations of $\cerdos$. As an application we determine the class of factors of $\cerdos$. In another application we determine precisely which of the spaces that can be constructed in the Banach spaces $\ell^p$ according to the `Erd\H os method' are homeomorphic to $\cerdos$. A novel application states that if $I$ is a Polishable $F_\sigma$-ideal on $\omega$, then $I$ with the Polish topology is homeomorphic to either $\Z$, the Cantor set $2^\omega$, $\Z\times2^\omega$, or $\cerdos$. This last result answers a question that was asked by Stevo Todor{\v{c}}evi{\'c}.
| On the Littlewood Problem Modulo a Prime
Green, Ben; Konyagin, Sergei
Let $p$ be a prime, and let $f \from \mathbb{Z}/p\mathbb{Z} \rightarrow \mathbb{R}$ be a function with $\E f = 0$ and $\Vert \widehat{f} \Vert_1 \leq 1$. Then $\min_{x \in \Zp} |f(x)| = O(\log p)^{-1/3 + \epsilon}$. One should think of $f$ as being ``approximately continuous''; our result is then an ``approximate intermediate value theorem''. As an immediate consequence we show that if $A \subseteq \Zp$ is a set of cardinality $\lfloor p/2\rfloor$, then $\sum_r |\widehat{1_A}(r)| \gg (\log p)^{1/3 - \epsilon}$. This gives a result on a ``mod $p$'' analogue of Littlewood's well-known problem concerning the smallest possible $L^1$-norm of the Fourier transform of a set of $n$ integers.
| Exponents of Diophantine Approximation in Dimension Two
Laurent, Michel
Let $\Theta=(\alpha,\beta)$ be a point in $\bR^2$, with $1,\alpha, \beta$ linearly independent over $\bQ$. We attach to $\Theta$ a quadruple $\Omega(\Theta)$ of exponents that measure the quality of approximation to $\Theta$ both by rational points and by rational lines. The two ``uniform'' components of $\Omega(\Theta)$ are related by an equation due to Jarn\'\i k, and the four exponents satisfy two inequalities that refine Khintchine's transference principle. Conversely, we show that for any quadruple $\Omega$ fulfilling these necessary conditions, there exists a point $\Theta\in \bR^2$ for which $\Omega(\Theta) =\Omega$.
| Bounded Hankel Products on the Bergman Space of the Polydisk
Lu, Yufeng; Shang, Shuxia
We consider the problem of determining for which square integrable functions $f$ and $g$ on the polydisk the densely defined Hankel product $H_{f}H_g^\ast$ is bounded on the Bergman space of the polydisk. Furthermore, we obtain similar results for the mixed Haplitz products $H_{g}T_{\bar{f}}$ and $T_{f}H_{g}^{*}$, where $f$ and $g$ are square integrable on the polydisk and $f$ is analytic.
| Representations of Non-Negative Polynomials, Degree Bounds and Applications to Optimization
Marshall, M.
Natural sufficient conditions for a polynomial to have a local minimum at a point are considered. These conditions tend to hold with probability $1$. It is shown that polynomials satisfying these conditions at each minimum point have nice presentations in terms of sums of squares. Applications are given to optimization on a compact set and also to global optimization. In many cases, there are degree bounds for such presentations. These bounds are of theoretical interest, but they appear to be too large to be of much practical use at present. In the final section, other more concrete degree bounds are obtained which ensure at least that the feasible set of solutions is not empty.
| Klyachko Models for General Linear Groups of Rank 5 over a $p$-Adic Field
Nien, Chufeng
This paper shows the existence and uniqueness of Klyachko models for irreducible unitary representations of $\GL_5(\CF)$, where $\CF$ is a $p$-adic field. It is an extension of the work of Heumos and Rallis on $\GL_4(\CF)$.
| Operator Integrals, Spectral Shift, and Spectral Flow
Azamov, N. A.; Carey, A. L.; Dodds, P. G.; Sukochev, F. A.
We present a new and simple approach to the theory of multiple operator integrals that applies to unbounded operators affiliated with general \vNa s. For semifinite \vNa s we give applications to the Fr\'echet differentiation of operator functions that sharpen existing results, and establish the Birman--Solomyak representation of the spectral shift function of M.\,G.\,Krein in terms of an average of spectral measures in the type II setting. We also exhibit a surprising connection between the spectral shift function and spectral flow.
| On $\BbZ$-Modules of Algebraic Integers
Bell, J. P.; Hare, K. G.
Let $q$ be an algebraic integer of degree $d \geq 2$. Consider the rank of the multiplicative subgroup of $\BbC^*$ generated by the conjugates of $q$. We say $q$ is of {\em full rank} if either the rank is $d-1$ and $q$ has norm $\pm 1$, or the rank is $d$. In this paper we study some properties of $\BbZ[q]$ where $q$ is an algebraic integer of full rank. The special cases of when $q$ is a Pisot number and when $q$ is a Pisot-cyclotomic number are also studied. There are four main results. \begin{compactenum}[\rm(1)] \item If $q$ is an algebraic integer of full rank and $n$ is a fixed positive integer, then there are only finitely many $m$ such that $\disc\left(\BbZ[q^m]\right)=\disc\left(\BbZ[q^n]\right)$. \item If $q$ and $r$ are algebraic integers of degree $d$ of full rank and $\BbZ[q^n] = \BbZ[r^n]$ for infinitely many $n$, then either $q = \omega r'$ or $q={\rm Norm}(r)^{2/d}\omega/r'$, where $r'$ is some conjugate of $r$ and $\omega$ is some root of unity. \item Let $r$ be an algebraic integer of degree at most $3$. Then there are at most $40$ Pisot numbers $q$ such that $\BbZ[q] = \BbZ[r]$. \item There are only finitely many Pisot-cyclotomic numbers of any fixed order. \end{compactenum}
| Closed Ideals in Some Algebras of Analytic Functions
Bouya, Brahim
We obtain a complete description of closed ideals of the algebra $\cD\cap \cL$, $0<\alpha\leq\frac{1}{2}$, where $\cD$ is the Dirichlet space and $\cL$ is the algebra of analytic functions satisfying the Lipschitz condition of order $\alpha$.
| \v{C}eby\v{s}ev Sets in Hyperspaces over $\mathrm{R}^n$
Dawson, Robert J. MacG.; Moszy\'{n}ska, Maria
A set in a metric space is called a \v{Ceby\v{s}ev set} if it has a unique ``nearest neighbour'' to each point of the space. In this paper we generalize this notion, defining a set to be \v{Ceby\v{s}ev relative to} another set if every point in the second set has a unique ``nearest neighbour'' in the first. We are interested in \v{C}eby\v{s}ev sets in some hyperspaces over $\R$, endowed with the Hausdorff metric, mainly the hyperspaces of compact sets, compact convex sets, and strictly convex compact sets.
| Injective Representations of Infinite Quivers. Applications
Enochs, E.; Estrada, S.; Rozas, J. R. Garc\'{\i}a
In this article we study injective representations of infinite quivers. We classify the indecomposable injective representations of trees and describe Gorenstein injective and projective representations of barren trees.
| The Large Sieve Inequality for the Exponential Sequence $\lambda^{[O(n^{15/14+o(1)})]}$ Modulo Primes
Garaev, M. Z.
Let $\lambda$ be a fixed integer exceeding $1$ and $s_n$ any strictly increasing sequence of positive integers satisfying $s_n\le n^{15/14+o(1)}.$ In this paper we give a version of the large sieve inequality for the sequence $\lambda^{s_n}.$ In particular, we obtain nontrivial estimates of the associated trigonometric sums ``on average" and establish equidistribution properties of the numbers $\lambda^{s_n} , n\le p(\log p)^{2+\varepsilon}$, modulo $p$ for most primes $p.$
| Multiplication of Polynomials on Hermitian Symmetric spaces and Littlewood--Richardson Coefficients
Graham, William; Hunziker, Markus
Let $K$ be a complex reductive algebraic group and $V$ a representation of $K$. Let $S$ denote the ring of polynomials on $V$. Assume that the action of $K$ on $S$ is multiplicity-free. If $\lambda$ denotes the isomorphism class of an irreducible representation of $K$, let $\rho_\lambda\from K \rightarrow GL(V_{\lambda})$ denote the corresponding irreducible representation and $S_\lambda$ the $\lambda$-isotypic component of $S$. Write $S_\lambda \cdot S_\mu$ for the subspace of $S$ spanned by products of $S_\lambda$ and $S_\mu$. If $V_\nu$ occurs as an irreducible constituent of $V_\lambda\otimes V_\mu$, is it true that $S_\nu\subseteq S_\lambda\cdot S_\mu$? In this paper, the authors investigate this question for representations arising in the context of Hermitian symmetric pairs. It is shown that the answer is yes in some cases and, using an earlier result of Ruitenburg, that in the remaining classical cases, the answer is yes provided that a conjecture of Stanley on the multiplication of Jack polynomials is true. It is also shown how the conjecture connects multiplication in the ring $S$ to the usual Littlewood--Richardson rule.
| An Infinite Order Whittaker Function
McKee, Mark
In this paper we construct a flat smooth section of an induced space $I(s,\eta)$ of $SL_2(\mathbb{R})$ so that the attached Whittaker function is not of finite order. An asymptotic method of classical analysis is used.
| Unit Elements in the Double Dual of a Subalgebra of the Fourier Algebra $A(G)$
Miao, Tianxuan
Let $\mathcal{A}$ be a Banach algebra with a bounded right approximate identity and let $\mathcal B$ be a closed ideal of $\mathcal A$. We study the relationship between the right identities of the double duals ${\mathcal B}^{**}$ and ${\mathcal A}^{**}$ under the Arens product. We show that every right identity of ${\mathcal B}^{**}$ can be extended to a right identity of ${\mathcal A}^{**}$ in some sense. As a consequence, we answer a question of Lau and \"Ulger, showing that for the Fourier algebra $A(G)$ of a locally compact group $G$, an element $\phi \in A(G)^{**}$ is in $A(G)$ if and only if $A(G) \phi \subseteq A(G)$ and $E \phi = \phi $ for all right identities $E $ of $A(G)^{**}$. We also prove some results about the topological centers of ${\mathcal B}^{**}$ and ${\mathcal A}^{**}$.
| $L$-Functions for $\GSp(2)\times \GL(2)$: Archimedean Theory and Applications
Moriyama, Tomonori
Let $\Pi$ be a generic cuspidal automorphic representation of $\GSp(2)$ defined over a totally real algebraic number field $\gfk$ whose archimedean type is either a (limit of) large discrete series representation or a certain principal series representation. Through explicit computation of archimedean local zeta integrals, we prove the functional equation of tensor product $L$-functions $L(s,\Pi \times \sigma)$ for an arbitrary cuspidal automorphic representation $\sigma$ of $\GL(2)$. We also give an application to the spinor $L$-function of $\Pi$.
| On Reducibility and Unitarizability for Classical $p$-Adic Groups, Some General Results
Tadi\'c, Marko
The aim of this paper is to prove two general results on parabolic induction of classical $p$-adic groups (actually, one of them holds also in the archimedean case), and to obtain from them some consequences about irreducible unitarizable representations. One of these consequences is a reduction of the unitarizability problem for these groups. This reduction is similar to the reduction of the unitarizability problem to the case of real infinitesimal character for real reductive groups.
| A Subalgebra Intersection Property for Congruence Distributive Varieties
Valeriote, Matthew A.
We prove that if a finite algebra $\m a$ generates a congruence distributive variety, then the subalgebras of the powers of $\m a$ satisfy a certain kind of intersection property that fails for finite idempotent algebras that locally exhibit affine or unary behaviour. We demonstrate a connection between this property and the constraint satisfaction problem.
| On Partitions into Powers of Primes and Their Difference Functions
Woodford, Roger
In this paper, we extend the approach first outlined by Hardy and Ramanujan for calculating the asymptotic formulae for the number of partitions into $r$-th powers of primes, $p_{\mathbb{P}^{(r)}}(n)$, to include their difference functions. In doing so, we rectify an oversight of said authors, namely that the first difference function is perforce positive for all values of $n$, and include the magnitude of the error term.
| Uniform Distribution of Fractional Parts Related to Pseudoprimes
Banks, William D.; Garaev, Moubariz Z.; Luca, Florian; Shparlinski, Igor E.
We estimate exponential sums with the Fermat-like quotients $$ f_g(n) = \frac{g^{n-1} - 1}{n} \quad\text{and}\quad h_g(n)=\frac{g^{n-1}-1}{P(n)}, $$ where $g$ and $n$ are positive integers, $n$ is composite, and $P(n)$ is the largest prime factor of $n$. Clearly, both $f_g(n)$ and $h_g(n)$ are integers if $n$ is a Fermat pseudoprime to base $g$, and if $n$ is a Carmichael number, this is true for all $g$ coprime to $n$. Nevertheless, our bounds imply that the fractional parts $\{f_g(n)\}$ and $\{h_g(n)\}$ are uniformly distributed, on average over~$g$ for $f_g(n)$, and individually for $h_g(n)$. We also obtain similar results with the functions ${\widetilde f}_g(n) = gf_g(n)$ and ${\widetilde h}_g(n) = gh_g(n)$.
| Subspaces of de~Branges Spaces Generated by Majorants
Baranov, Anton; Woracek, Harald
For a given de~Branges space $\mc H(E)$ we investigate de~Branges subspaces defined in terms of majorants on the real axis. If $\omega$ is a nonnegative function on $\mathbb R$, we consider the subspace \[ \mc R_\omega(E)=\clos_{\mc H(E)} \big\{F\in\mc H(E): \text{ there exists } C>0: |E^{-1} F|\leq C\omega \mbox{ on }{\mathbb R}\big\} . \] We show that $\mc R_\omega(E)$ is a de~Branges subspace and describe all subspaces of this form. Moreover, we give a criterion for the existence of positive minimal majorants.
| Global Units Modulo Circular Units: Descent Without Iwasawa's Main Conjecture
Belliard, Jean-Robert
Iwasawa's classical asymptotical formula relates the orders of the $p$-parts $X_n$ of the ideal class groups along a $\mathbb{Z}_p$-extension $F_\infty/F$ of a number field $F$ to Iwasawa structural invariants $\la$ and $\mu$ attached to the inverse limit $X_\infty=\varprojlim X_n$. It relies on ``good" descent properties satisfied by $X_n$. If $F$ is abelian and $F_\infty$ is cyclotomic, it is known that the $p$-parts of the orders of the global units modulo circular units $U_n/C_n$ are asymptotically equivalent to the $p$-parts of the ideal class numbers. This suggests that these quotients $U_n/C_n$, so to speak unit class groups, also satisfy good descent properties. We show this directly, i.e., without using Iwasawa's Main Conjecture.
| Girsanov Transformations for Non-Symmetric Diffusions
Chen, Chuan-Zhong; Sun, Wei
Let $X$ be a diffusion process, which is assumed to be associated with a (non-symmetric) strongly local Dirichlet form $(\mathcal{E},\mathcal{D}(\mathcal{E}))$ on $L^2(E;m)$. For $u\in{\mathcal{D}}({\mathcal{E}})_e$, the extended Dirichlet space, we investigate some properties of the Girsanov transformed process $Y$ of $X$. First, let $\widehat{X}$ be the dual process of $X$ and $\widehat{Y}$ the Girsanov transformed process of $\widehat{X}$. We give a necessary and sufficient condition for $(Y,\widehat{Y})$ to be in duality with respect to the measure $e^{2u}m$. We also construct a counterexample, which shows that this condition may not be satisfied and hence $(Y,\widehat{Y})$ may not be dual processes. Then we present a sufficient condition under which $Y$ is associated with a semi-Dirichlet form. Moreover, we give an explicit representation of the semi-Dirichlet form.
| Fundamental Tone, Concentration of Density, and Conformal Degeneration on Surfaces
Girouard, Alexandre
We study the effect of two types of degeneration of a Riemannian metric on the first eigenvalue of the Laplace operator on surfaces. In both cases we prove that the first eigenvalue of the round sphere is an optimal asymptotic upper bound. The first type of degeneration is concentration of the density to a point within a conformal class. The second is degeneration of the conformal class to the boundary of the moduli space on the torus and on the Klein bottle. In the latter, we follow the outline proposed by N. Nadirashvili in 1996.
| Convex Subordination Chains in Several Complex Variables
Graham, Ian; Hamada, Hidetaka; Kohr, Gabriela; Pfaltzgraff, John A.
In this paper we study the notion of a convex subordination chain in several complex variables. We obtain certain necessary and sufficient conditions for a mapping to be a convex subordination chain, and we give various examples of convex subordination chains on the Euclidean unit ball in $\mathbb{C}^n$. We also obtain a sufficient condition for injectivity of $f(z/\|z\|,\|z\|)$ on $B^n\setminus\{0\}$, where $f(z,t)$ is a convex subordination chain over $(0,1)$.
| Algebraic Properties of a Family of Generalized Laguerre Polynomials
Hajir, Farshid
We study the algebraic properties of Generalized Laguerre Polynomials for negative integral values of the parameter. For integers $r,n\geq 0$, we conjecture that $L_n^{(-1-n-r)}(x) = \sum_{j=0}^n \binom{n-j+r}{n-j}x^j/j!$ is a $\Q$-irreducible polynomial whose Galois group contains the alternating group on $n$ letters. That this is so for $r=n$ was conjectured in the 1950's by Grosswald and proven recently by Filaseta and Trifonov. It follows from recent work of Hajir and Wong that the conjecture is true when $r$ is large with respect to $n\geq 5$. Here we verify it in three situations: i) when $n$ is large with respect to $r$, ii) when $r \leq 8$, and iii) when $n\leq 4$. The main tool is the theory of $p$-adic Newton Polygons.
| First Countable Continua and Proper Forcing
Hart, Joan E.; Kunen, Kenneth
Assuming the Continuum Hypothesis, there is a compact, first countable, connected space of weight $\aleph_1$ with no totally disconnected perfect subsets. Each such space, however, may be destroyed by some proper forcing order which does not add reals.
| Square Integrable Representations and the Standard Module Conjecture for General Spin Groups
Kim, Wook
In this paper we study square integrable representations and $L$-functions for quasisplit general spin groups over a $p$-adic field. In the first part, the holomorphy of $L$-functions in a half plane is proved by using a variant form of Casselman's square integrability criterion and the Langlands--Shahidi method. The remaining part focuses on the proof of the standard module conjecture. We generalize Mui\'c's idea via the Langlands--Shahidi method towards a proof of the conjecture. It is used in the work of M. Asgari and F. Shahidi on generic transfer for general spin groups.
| Characterization of Parallel Isometric Immersions of Space Forms into Space Forms in the Class of Isotropic Immersions
Maeda, Sadahiro; Udagawa, Seiichi
For an isotropic submanifold $M^n\,(n\geqq3)$ of a space form $\widetilde{M}^{n+p}(c)$ of constant sectional curvature $c$, we show that if the mean curvature vector of $M^n$ is parallel and the sectional curvature $K$ of $M^n$ satisfies some inequality, then the second fundamental form of $M^n$ in $\widetilde{M}^{n+p}$ is parallel and our manifold $M^n$ is a space form.
| Generalized Polynomials and Mild Mixing
McCutcheon, Randall; Quas, Anthony
An unsettled conjecture of V. Bergelson and I. H\aa land proposes that if $(X,\alg,\mu,T)$ is an invertible weak mixing measure preserving system, where $\mu(X)<\infty$, and if $p_1,p_2,\dots ,p_k$ are generalized polynomials (functions built out of regular polynomials via iterated use of the greatest integer or floor function) having the property that no $p_i$, nor any $p_i-p_j$, $i\neq j$, is constant on a set of positive density, then for any measurable sets $A_0,A_1,\dots ,A_k$, there exists a zero-density set $E\subset \z$ such that \[\lim_{\substack{n\to\infty\\ n\not\in E}} \,\mu(A_0\cap T^{p_1(n)}A_1\cap \cdots \cap T^{p_k(n)}A_k)=\prod_{i=0}^k \mu(A_i).\] We formulate and prove a faithful version of this conjecture for mildly mixing systems and partially characterize, in the degree two case, the set of families $\{ p_1,p_2, \dots ,p_k\}$ satisfying the hypotheses of this theorem.
| A Construction of Rigid Analytic Cohomology Classes for Congruence Subgroups of $\SL_3(\mathbb Z)$
Pollack, David; Pollack, Robert
We give a constructive proof, in the special case of ${\rm GL}_3$, of a theorem of Ash and Stevens which compares overconvergent cohomology to classical cohomology. Namely, we show that every ordinary classical Hecke-eigenclass can be lifted uniquely to a rigid analytic eigenclass. Our basic method builds on the ideas of M. Greenberg; we first form an arbitrary lift of the classical eigenclass to a distribution-valued cochain. Then, by appropriately iterating the $U_p$-operator, we produce a cocycle whose image in cohomology is the desired eigenclass. The constructive nature of this proof makes it possible to perform computer computations to approximate these interesting overconvergent eigenclasses.
| Prehomogeneity on Quasi-Split Classical Groups and Poles of Intertwining Operators
Yu, Xiaoxiang
Suppose that $P=MN$ is a maximal parabolic subgroup of a quasisplit, connected, reductive classical group $G$ defined over a non-Archimedean field and $A$ is the standard intertwining operator attached to a tempered representation of $G$ induced from $M$. In this paper we determine all the cases in which $\Lie(N)$ is prehomogeneous under $\Ad(m)$ when $N$ is non-abelian, and give necessary and sufficient conditions for $A$ to have a pole at $0$.
| Regular Homeomorphisms of Finite Order on Countable Spaces
Zelenyuk, Yevhen
We present a structure theorem for a broad class of homeomorphisms of finite order on countable zero dimensional spaces. As applications we show the following. \begin{compactenum}[\rm(a)] \item Every countable nondiscrete topological group not containing an open Boolean subgroup can be partitioned into infinitely many dense subsets.
| SubRiemannian Geometry on the Sphere $\mathbb{S}^3$
Calin, Ovidiu; Chang, Der-Chen; Markina, Irina
We discuss the subRiemannian geometry induced by two noncommutative vector fields which are left invariant on the Lie group $\mathbb{S}^3$.
| On Geometric Flats in the CAT(0) Realization of Coxeter Groups and Tits Buildings
Caprace, Pierre-Emmanuel; Haglund, Frédéric
Given a complete CAT(0) space $X$ endowed with a geometric action of a group $\Gamma$, it is known that if $\Gamma$ contains a free abelian group of rank $n$, then $X$ contains a geometric flat of dimension $n$. We prove the converse of this statement in the special case where $X$ is a convex subcomplex of the CAT(0) realization of a Coxeter group $W$, and $\Gamma$ is a subgroup of $W$. In particular a convex cocompact subgroup of a Coxeter group is Gromov-hyperbolic if and only if it does not contain a free abelian group of rank 2. Our result also provides an explicit control on geometric flats in the CAT(0) realization of arbitrary Tits buildings.
| The Hilbert Coefficients of the Fiber Cone and the $a$-Invariant of the Associated Graded Ring
D'Cruz, Clare; Puthenpurakal, Tony J.
Let $(A,\m)$ be a Noetherian local ring with infinite residue field and let $I$ be an ideal in $A$ and let $F(I) = \bigoplus_{n \geq 0}I^n/\m I^n$ be the fiber cone of $I$. We prove certain relations among the Hilbert coefficients $f_0(I),f_1(I), f_2(I)$ of $F(I)$ when the $a$-invariant of the associated graded ring $G(I)$ is negative.
| Residual Spectra of Split Classical Groups and their Inner Forms
Grbac, Neven
This paper is concerned with the residual spectrum of the hermitian quaternionic classical groups $G_n'$ and $H_n'$ defined as algebraic groups for a quaternion algebra over an algebraic number field. Groups $G_n'$ and $H_n'$ are not quasi-split. They are inner forms of the split groups $\SO_{4n}$ and $\Sp_{4n}$. Hence, the parts of the residual spectrum of $G_n'$ and $H_n'$ obtained in this paper are compared to the corresponding parts for the split groups $\SO_{4n}$ and $\Sp_{4n}$.
| Maximal Operators Associated with Vector Polynomials of Lacunary Coefficients
Hong, Sunggeum; Kim, Joonil; Yang, Chan Woo
We prove the $L^p(\mathbb{R}^d)$ ($1<p\le \infty$) boundedness of the maximal operators associated with a family of vector polynomials given by the form $\{(2^{k_1}\mathfrak{p}_1(t),\dots,2^{k_d}\mathfrak{p}_d(t)): t\in\mathbb{R} \}.$ Furthermore, by using the lifting argument, we extend this result to a general class of vector polynomials whose coefficients are of the form constant times $2^k$.
| Twisted Gross--Zagier Theorems
Howard, Benjamin
The theorems of Gross--Zagier and Zhang relate the N\'eron--Tate heights of complex multiplication points on the modular curve $X_0(N)$ (and on Shimura curve analogues) with the central derivatives of automorphic $L$-function. We extend these results to include certain CM points on modular curves of the form $X(\Gamma_0(M)\cap\Gamma_1(S))$ (and on Shimura curve analogues). These results are motivated by applications to Hida theory that can be found in the companion article "Central derivatives of $L$-functions in Hida families", Math.\ Ann.\ \textbf{399}(2007), 803--818.
| Face Ring Multiplicity via CM-Connectivity Sequences
Novik, Isabella; Swartz, Ed
The multiplicity conjecture of Herzog, Huneke, and Srinivasan is verified for the face rings of the following classes of simplicial complexes: matroid complexes, complexes of dimension one and two, and Gorenstein complexes of dimension at most four. The lower bound part of this conjecture is also established for the face rings of all doubly Cohen--Macaulay complexes whose 1-skeleton's connectivity does not exceed the codimension plus one as well as for all $(d-1)$-dimensional $d$-Cohen--Macaulay complexes. The main ingredient of the proofs is a new interpretation of the minimal shifts in the resolution of the face ring $\field[\Delta]$ via the Cohen--Macaulay connectivity of the skeletons of $\Delta$.
| The Face Semigroup Algebra of a Hyperplane Arrangement
Saliola, Franco V.
This article presents a study of an algebra spanned by the faces of a hyperplane arrangement. The quiver with relations of the algebra is computed and the algebra is shown to be a Koszul algebra. It is shown that the algebra depends only on the intersection lattice of the hyperplane arrangement. A complete system of primitive orthogonal idempotents for the algebra is constructed and other algebraic structure is determined including: a description of the projective indecomposable modules, the Cartan invariants, projective resolutions of the simple modules, the Hochschild homology and cohomology, and the Koszul dual algebra. A new cohomology construction on posets is introduced, and it is shown that the face semigroup algebra is isomorphic to the cohomology algebra when this construction is applied to the intersection lattice of the hyperplane arrangement.
| Prolongations and Computational Algebra
Sidman, Jessica; Sullivant, Seth
We explore the geometric notion of prolongations in the setting of computational algebra, extending results of Landsberg and Manivel which relate prolongations to equations for secant varieties. We also develop methods for computing prolongations that are combinatorial in nature. As an application, we use prolongations to derive a new family of secant equations for the binary symmetric model in phylogenetics.
| Infinitesimal Invariants in a Function Algebra
Tange, Rudolf
Let $G$ be a reductive connected linear algebraic group over an algebraically closed field of positive characteristic and let $\g$ be its Lie algebra. First we extend a well-known result about the Picard group of a semi-simple group to reductive groups. Then we prove that if the derived group is simply connected and $\g$ satisfies a mild condition, the algebra $K[G]^\g$ of regular functions on $G$ that are invariant under the action of $\g$ derived from the conjugation action is a unique factorisation domain.
| Transfert des intégrales orbitales pour les algèbres de Lie classiques
Bernon, Florent
Dans cet article, on consid\`ere un groupe semi-simple $\rmG$ classique r\'eel et connexe. On suppose de plus que $\rmG$ poss\`ede un sous-groupe de Cartan compact. On d\'efinit une famille de sous-alg\`ebres de Lie associ\'ee \`a $\g = \Lie(\rmG)$, de m\^eme rang que $\g$ dont tous les facteurs simples sont de rang $1$ ou~$2$. Soit $\g'$ une telle sous-alg\`ebre de Lie. On construit alors une application de transfert des int\'egrales orbitales de $\g'$ dans l'espace des int\'egrales orbitales de $\g$. On montre que cette application est d\'efinie d\`es que $\g$ ne poss\`ede pas de facteur simple r\'eel de type $\CI$ de rang sup\'erieur ou \'egal \`a $3$. Si de plus, $\g$ ne poss\`ede pas de facteur simple de type $\BI$ de rang sup\'erieur \`a $3$, on montre la surjectivit\'e de cette application de transfert.
| Examples of Calabi--Yau 3-Folds of $\mathbb{P}^{7}$ with $\rho=1$
Bertin, Marie-Amélie
We give some examples of Calabi--Yau $3$-folds with $\rho=1$ and $\rho=2$, defined over $\mathbb{Q}$ and constructed as $4$-codimensional subvarieties of $\mathbb{P}^7$ via commutative algebra methods. We explain how to deduce their Hodge diamond and top Chern classes from computer based computations over some finite field $\mathbb{F}_{p}$. Three of our examples (of degree $17$ and $20$) are new. The two others (degree $15$ and $18$) are known, and we recover their well-known invariants with our method. These examples are built out of Gulliksen--Neg{\aa}rd and Kustin--Miller complexes of locally free sheaves.
| On the $2$-Rank of the Hilbert Kernel of Number Fields
Griffiths, Ross; Lescop, Mikaël
Let $E/F$ be a quadratic extension of number fields. In this paper, we show that the genus formula for Hilbert kernels, proved by M. Kolster and A. Movahhedi, gives the $2$-rank of the Hilbert kernel of $E$ provided that the $2$-primary Hilbert kernel of $F$ is trivial. However, since the original genus formula is not explicit enough in a very particular case, we first develop a refinement of this formula in order to employ it in the calculation of the $2$-rank of $E$ whenever $F$ is totally real with trivial $2$-primary Hilbert kernel. Finally, we apply our results to quadratic, bi-quadratic, and tri-quadratic fields which include a complete $2$-rank formula for the family of fields $\Q(\sqrt{2},\sqrt{\delta})$ where $\delta$ is a squarefree integer.
| Minimal Transitive Factorizations of Permutations into Cycles
Irving, John
We introduce a new approach to an enumerative problem closely linked with the geometry of branched coverings, that is, we study the number $H_{\alpha}(i_2,i_3,\dots)$ of ways a given permutation (with cycles described by the partition $\a$) can be decomposed into a product of exactly $i_2$ 2-cycles, $i_3$ 3-cycles, etc., with certain minimality and transitivity conditions imposed on the factors. The method is to encode such factorizations as planar maps with certain descent structure and apply a new combinatorial decomposition to make their enumeration more manageable. We apply our technique to determine $H_{\alpha}(i_2,i_3,\dots)$ when $\a$ has one or two parts, extending earlier work of Goulden and Jackson. We also show how these methods are readily modified to count inequivalent factorizations, where equivalence is defined by permitting commutations of adjacent disjoint factors. Our technique permits us to generalize recent work of Goulden, Jackson, and Latour, while allowing for a considerable simplification of their analysis.
| Petits points d'une surface
Pontreau, Corentin
Pour toute sous-vari\'et\'e g\'eom\'etriquement irr\'eductible $V$ du grou\-pe multiplicatif $\mathbb{G}_m^n$, on sait qu'en dehors d'un nombre fini de translat\'es de tores exceptionnels inclus dans $V$, tous les points sont de hauteur minor\'ee par une certaine quantit\'e $q(V)^{-1}>0$. On conna\^it de plus une borne sup\'erieure pour la somme des degr\'es de ces translat\'es de tores pour des valeurs de $q(V)$ polynomiales en le degr\'e de $V$. Ceci n'est pas le cas si l'on exige une minoration quasi-optimale pour la hauteur des points de $V$, essentiellement lin\'eaire en l'inverse du degr\'e.
| Covering Maps and Periodic Functions on Higher Dimensional Sierpinski Gaskets
Ruan, Huo-Jun; Strichartz, Robert S.
We construct covering maps from infinite blowups of the $n$-dimensional Sierpinski gasket $SG_n$ to certain compact fractafolds based on $SG_n$. These maps are fractal analogs of the usual covering maps from the line to the circle. The construction extends work of the second author in the case $n=2$, but a different method of proof is needed, which amounts to solving a Sudoku-type puzzle. We can use the covering maps to define the notion of periodic function on the blowups. We give a characterization of these periodic functions and describe the analog of Fourier series expansions. We study covering maps onto quotient fractalfolds. Finally, we show that such covering maps fail to exist for many other highly symmetric fractals.
| Periodic and Almost Periodic Functions on Infinite Sierpinski Gaskets
Strichartz, Robert S.
We define periodic functions on infinite blow-ups of the Sierpinski gasket as lifts of functions defined on certain compact fractafolds via covering maps. This is analogous to defining periodic functions on the line as lifts of functions on the circle via covering maps. In our setting there is only a countable set of covering maps. We give two different characterizations of periodic functions in terms of repeating patterns. However, there is no discrete group action that can be used to characterize periodic functions. We also give a Fourier series type description in terms of periodic eigenfunctions of the Laplacian. We define almost periodic functions as uniform limits of periodic functions.
| Invariant Einstein Metrics on Some Homogeneous Spaces of Classical Lie Groups
Arvanitoyeorgos, Andreas; Dzhepko, V. V.; Nikonorov, Yu. G.
A Riemannian manifold $(M,\rho)$ is called Einstein if the metric $\rho$ satisfies the condition \linebreak$\Ric (\rho)=c\cdot \rho$ for some constant $c$. This paper is devoted to the investigation of $G$-invariant Einstein metrics, with additional symmetries, on some homogeneous spaces $G/H$ of classical groups. As a consequence, we obtain new invariant Einstein metrics on some Stiefel manifolds $\SO(n)/\SO(l)$. Furthermore, we show that for any positive integer $p$ there exists a Stiefel manifold $\SO(n)/\SO(l)$ that admits at least $p$ $\SO(n)$-invariant Einstein metrics.
| Close Lattice Points on Circles
Cilleruelo, Javier; Granville, Andrew
We classify the sets of four lattice points that all lie on a short arc of a circle that has its center at the origin; specifically on arcs of length $tR^{1/3}$ on a circle of radius $R$, for any given $t>0$. In particular we prove that any arc of length $ (40 + \frac{40}3\sqrt{10} )^{1/3}R^{1/3}$ on a circle of radius $R$, with $R>\sqrt{65}$, contains at most three lattice points, whereas we give an explicit infinite family of $4$-tuples of lattice points, $(\nu_{1,n},\nu_{2,n},\nu_{3,n},\nu_{4,n})$, each of which lies on an arc of length $ (40 + \frac{40}3\sqrt{10})^{\smash{1/3}}R_n^{\smash{1/3}}+o(1)$ on a circle of radius $R_n$.
| Periodicity in Rank 2 Graph Algebras
Davidson, Kenneth R.; Yang, Dilian
Kumjian and Pask introduced an aperiodicity condition for higher rank graphs. We present a detailed analysis of when this occurs in certain rank 2 graphs. When the algebra is aperiodic, we give another proof of the simplicity of $\mathrm{C}^*(\mathbb{F}^+_{\theta})$. The periodic $\mathrm{C}^*$-algebras are characterized, and it is shown that $\mathrm{C}^*(\mathbb{F}^+_{\theta}) \simeq \mathrm{C}(\mathbb{T})\otimes\mathfrak{A}$ where $\mathfrak{A}$ is a simple $\mathrm{C}^*$-algebra.
| On the Local Lifting Properties of Operator Spaces
Dong, Z.
In this paper, we mainly study operator spaces which have the locally lifting property (LLP). The dual of any ternary ring of operators is shown to satisfy the strongly local reflexivity, and this is used to prove that strongly local reflexivity holds also for operator spaces which have the LLP. Several homological characterizations of the LLP and weak expectation property are given. We also prove that for any operator space $V$, $V^{**}$ has the LLP if and only if $V$ has the LLP and $V^{*}$ is exact.
| Tail Bounds for the Stable Marriage of Poisson and Lebesgue
Hoffman, Christopher; Holroyd, Alexander E.; Peres, Yuval
Let $\Xi$ be a discrete set in $\rd$. Call the elements of $\Xi$ {\em centers}. The well-known Voronoi tessellation partitions $\rd$ into polyhedral regions (of varying volumes) by allocating each site of $\rd$ to the closest center. Here we study allocations of $\rd$ to $\Xi$ in which each center attempts to claim a region of equal volume $\alpha$.
| Monodromy Groups and Self-Invariance
Hubard, Isabel; Orbani\'c, Alen; Weiss, Asia Ivi\'c
For every polytope $\mathcal{P}$ there is the universal regular polytope of the same rank as $\mathcal{P}$ corresponding to the Coxeter group $\mathcal{C} =[\infty, \dots, \infty]$. For a given automorphism $d$ of $\mathcal{C}$, using monodromy groups, we construct a combinatorial structure $\mathcal{P}^d$. When $\mathcal{P}^d$ is a polytope isomorphic to $\mathcal{P}$ we say that $\mathcal{P}$ is self-invariant with respect to $d$, or $d$-invariant. We develop algebraic tools for investigating these operations on polytopes, and in particular give a criterion on the existence of a $d$\nobreakdash-auto\-morphism of a given order. As an application, we analyze properties of self-dual edge-transitive polyhedra and polyhedra with two flag-orbits. We investigate properties of medials of such polyhedra. Furthermore, we give an example of a self-dual equivelar polyhedron which contains no polarity (duality of order 2). We also extend the concept of Petrie dual to higher dimensions, and we show how it can be dealt with using self-invariance.
| Uniqueness of Shalika Models
Nien, Chufeng
Let $\BF_q$ be a finite field of $q$ elements, $\CF$ a $p$-adic field, and $D$ a quaternion division algebra over $\CF$. This paper proves uniqueness of Shalika models for $\GL_{2n}(\BF_q) $ and $\GL_{2n}(D)$, and re-obtains uniqueness of Shalika models for $\GL_{2n}(\CF)$ for any $n\in \BN$.
| Simultaneous Polynomial Approximations of the Lerch Function
Rivoal, Tanguy
We construct bivariate polynomial approximations of the Lerch function that for certain specialisations of the variables and parameters turn out to be Hermite--Pad\'e approximants either of the polylogarithms or of Hurwitz zeta functions. In the former case, we recover known results, while in the latter the results are new and generalise some recent works of Beukers and Pr\'evost. Finally, we make a detailed comparison of our work with Beukers'. Such constructions are useful in the arithmetical study of the values of the Riemann zeta function at integer points and of the Kubota--Leopold $p$-adic zeta function.
| On a Class of Landsberg Metrics in Finsler Geometry
Shen, Zhongmin
In this paper, we study a long existing open problem on Landsberg metrics in Finsler geometry. We consider Finsler metrics defined by a Riemannian metric and a $1$-form on a manifold. We show that a regular Finsler metric in this form is Landsbergian if and only if it is Berwaldian. We further show that there is a two-parameter family of functions, $\phi=\phi(s)$, for which there are a Riemannian metric $\alpha$ and a $1$-form $\beta$ on a manifold $M$ such that the scalar function $F=\alpha \phi (\beta/\alpha)$ on $TM$ is an almost regular Landsberg metric, but not a Berwald metric.
| Stable Discrete Series Characters at Singular Elements
Spallone, Steven
Write $\Theta^E$ for the stable discrete series character associated with an irreducible finite-dimensional representation $E$ of a connected real reductive group $G$. Let $M$ be the centralizer of the split component of a maximal torus $T$, and denote by $\Phi_M(\gm,\Theta^E)$ Arthur's extension of $ |D_M^G(\gm)|^{\lfrac 12} \Theta^E(\gm)$ to $T(\R)$. In this paper we give a simple explicit expression for $\Phi_M(\gm,\Theta^E)$ when $\gm$ is elliptic in $G$. We do not assume $\gm$ is regular.
| Integral Representation for $U_{3} \times \GL_{2}$
Wambach, Eric
Gelbart and Piatetskii-Shapiro constructed various integral representations of Rankin--Sel\-berg type for groups $G \times \GL_{n}$, where $G$ is of split rank $n$. Here we show that their method can equally well be applied to the product $U_{3} \times \GL_{2}$, where $U_{3}$ denotes the quasisplit unitary group in three variables. As an application, we describe which cuspidal automorphic representations of $U_{3}$ occur in the Siegel induced residual spectrum of the quasisplit $U_{4}$.
| Traces, Cross-Ratios and 2-Generator Subgroups of $\SU(2,1)$
Will, Pierre
In this work, we investigate how to decompose a pair $(A,B)$ of loxodromic isometries of the complex hyperbolic plane $\mathbf H^{2}_{\mathbb C}$ under the form $A=I_1I_2$ and $B=I_3I_2$, where the $I_k$'s are involutions. The main result is a decomposability criterion, which is expressed in terms of traces of elements of the group $\langle A,B\rangle$.
| Author Index - Index des auteurs
2009, for 2009 - pour
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text:
Led to serve
How Bluffton graduates give back
As Christians, we are called to serve those who are hungry, thirsty, sick, in prison and strangers. As humans, we have an innate moral compass that leads us to reach out to those in need. For some,the choice to serve is a calling to help cultivate and fulfill people's spiritual and emotional needs. For others, it's an opportunity to put others first and help provide for their physical needs.
One way Bluffton graduates do this is through participation in voluntary service and mission organizations. Some seek one to three-year placements--locally, nationally or internationally directly after college to discover more about themselves and to explore vocation options. Some cultivate careers and then seek out terms that allow them to make use of the skills and wisdom they gained in their professional lives. Others, in retirement, seek out weeks and months-long terms, as their health and age allow, to continue actively giving back. All have a common goal: to serve others.
Using one's "flaws and doubts" to serve
Phil Birkey '08, Economics major/communications minor
It took Phil Birkey '08 six months to fill out his application to serve with Mennonite Central Committee (MCC), but not because of its difficulty factor. "Every time I started filling it out, I would start doubting myself and whether this was what God was calling me to do," says Birkey in an e-mail from Dhaka, Bangladesh, where he is serving in his first of three years as a socio-economist researcher. more...
Traveling with a higher purpose
Aaron Darlington '08, English major
"At the time, I felt like I had it all together," writes Aaron Darlington '08 in an e-mail from a gypsy village in Romania. "I had a dream job. I lived and worked with my best friend. I had a nice car, dated a pretty girl, attended church regularly and saved a lot of money. My life wasn't Christ-centered, and I was ready for a change." more...
Providing relief while peacebuilding
Cindy (Lehman '72) Byler, Education major
"I didn't necessarily plan to do as many terms as I did, but that's just how it happened," Cindy (Lehman '72) Byler says. These days, Byler and her husband are almost two years into a five-year service term with MCC in the Middle East. They are living in Amman, Jordan, and serving as MCC representatives to Jordan, Iraq, Iran and Israel/Palestine. more...
Helping rebuild livelihoods
Greg Walker-Wilson '89, Self-designed major
In July, Greg Walker-Wilson '89 and his family will begin a three-year volunteer assignment with MCC, journeying to Sincelejo, Colombia, to work with the local nonprofit SembrandoPaz. The organization helps the churches form a network of income-generating projects to rebuild communities torn by violence and displacement. more...
Spreading education and compassion
Will Stemen '63, Mathematics major
"[Our church] entered into a partnership with the country of Swaziland," says Will Stemen '63. "The partnership includes areas of construction, education and medical and spiritual needs. Our church sends teams four times each year, and the teams have consisted of doctors, dentists, nurses, educators, construction workers and social workers who work with the already formed HIV/AIDS Compassionate Ministries Task Force." more...
While attending Bluffton--an institution whose values are firmly rooted in Anabaptist/Mennonite traditions--all graduates come to more fully know what it means to serve others. In the words of 16th century church leader Menno Simons, "True evangelical faith cannot lie sleeping: it clothes the naked, it comforts the sorrowful, it feeds the hungry, it shelters the destitute, it cares for the sick, it becomes all things to all people." In a word, it asks that we serve all of humanity, a challenge many Bluffton graduates take to heart.

subset: commoncrawl


text: As you compare buying options when latex mattress shopping, you're likely to face the decision about latex mattress types: whether or not to purchase a synthetic or blended latex mattress vs. purchasing a natural latex mattress. On the surface, it may appear as though you're getting a better bargain by going the synthetic or blended route. However, once you factor in the chemicals in synthetic latex mattresses, you may find that a natural mattress is a true game changer worthy of a second look.


text:
Convert html table css template jobs
...Json Files CRUD Table Country (MobilePrefix, IsoCode, CountryName) CRUD Table Customers (IDCustomer, CustomerName) CRUD Country_Customers CRUD Table Services(IDService,ServiceName) CRUD Table Type (IDService, IDType, TypeName) CRUD Services_Type CRUD Table Texts (IDText, Text) CRUD Table Summary (IDSummary, SummaryText) CRUD Table Text_Type...
I need a high converting clean table comparison website done that is mobile responsive also. I will send examples if picked.
I need a landing page designed and created in Thrive Themes that has a pricing table (2 options) that integrates with Stripe payment processing. If you do a good job on this one I have others to do as well. This will be on the site [login to view URL]
Looking for someone with experience setting up files for a 4'x8' bed CNC Wood Routing machine. I have a simple cutout ...size I needed nested is 1.5"x10". Not sure of the spacing due to the cutting drill bit and other issues with hold down. Most likely the sheet good would be held down by vacuum table to aid in supporting the small pieces getting cut.
Create a new field in the table for currency to keep the price in the selected currency. Also, use API for currency change for the end user. We don't process payment only use price to book it pay on arrival. The payment gateway is only working for the subscription.
I just have uploaded few examples what I need to recognise and pass to a data table. The script need to be write in Python then validated by me.
DataTables table should have 5 columns, all sortable except second column for it would be to open row details. Each row details row should display several client-side customizable data sets (link, banners, banners embed code) extracted from MySQL database with the same ID as column 1 ID on it's own MySQL database table and column. Initial table should be
Code to be written in HTML / Javascript. Must accept data received from either PHP query to mySQL database or from Python Django query. The data to be returned is of an undefined size. All columns should be returned and column widths should be set as a default setting. The data is to be returned into a table must have the following features (see ref
Hello, i need a table with filter/search / edit functionality from front end just like this one : [login to view URL] my server is classic shared hosting php+mysql (cpanel). PLease visit thelink before contacting me thank you
I need a three figures to be used in a short article in a trade magazine to be created and formatted nicely. See attached document.
I have a table that needs to be filters with dropdowns. i need to have 3 drop downs based on three columns and they need to be synced Note: you must have teamviewer to be able to work on this
I need two tables and a query built. One with the amazon product taxonomy created (breadcrumbs also: Clothing->Tops->Shirts... etc). Second table would be one where I can add a product attached to a particular taxonomy item. The query would be to select a taxonomy level with all the products attached to that level and its child levels. (example user
I'm looking to achieve something along the lines of this: https://www.squirr...something along the lines of this: [login to view URL] (scroll down to the table) - the data is embedded from [login to view URL] in an attractive format that is responsive on all viewports. Using an iframe and css isn't achieving what I'm after.
need to get a coffee table photobook design done
I was creating a wordpress plugin and i need somebody help me in it...the plugin i able to list out the values from database in wp list table ..but i am not sure how to create a edit screen of that listed items. The database values are coming from forntend contact form 7 form submission.
I would like to photoshop an array of different colors with a product we sell. In other words, I would like to have the product in several different, vibrant colors .
Looking for someone to create 3D model / breakup of a modular table based on an idea and how all pieces would connect.
...find all the specific submit buttons on the right, with the specific actions on the left. So the first one should update the value of the mysql column "forsale" in the mysql table to the value 1 after pressing it for all rows that have a selected checkbox. I tried to do it with the following code in the [login to view URL] to test it with a single mysql change:
This is nearly 80% done, but need some improvements. 1. Change the product list to data grid with...Address Add an Export button to the order list page to export the selected rows to tab delimited file for download. The TableFilter js script to add filter header to html table is attached, or can be downloaded from [login to view URL]
Simple SQL TABLES, entering data into MySQL.
I have 7 type of materials and 4 Properties of them. I need a brief of those materials and their application in (Mobile industries "Phone Cases") and their values of the properties in order to decide which to select
this is design modelling, really need it asap! In consideration of your use case descriptions, discover as many classes as possible and record th...need it asap! In consideration of your use case descriptions, discover as many classes as possible and record these in a CRC (Classes, Responsibilities, and Collaborations) table. UML, ACTIVITY, USE CASE
All details are attached file. Bid only if you can complete the task today. You need to use only formula not VBA. Fixed price: £20
I have 3 csv files. Characteristics of the files: - there have varying number of rows and columns - columns names are not unique and differ in each files Steps required: 1. Merge files dynamically, and in a specific order. There must not be duplicates in rows and no duplicates in columns in the merge. Once all files are merged, create this as a dataframe. 2. Using this dataframe, create functi...
Deliverable: An excel spreadsheet based on the pdf. I will provide the excel format. Ideal Freelancer: Someone who can type numbers quickly and accurately Project: This the 1895 Croatian Census in a pdf format (94 pages with dense numbers). You can use Abbyy Reader to perform some OCR, but there will be many errors. You may simply want to type the numbers. Note: All the cities have already bee...
I have a table [login to view URL] and the clicking doesn't always work. I used PHP and jquery. I need somebody to fix it so it works seamlessly.
I need someone to change some code around on my shopify product page. This is a product page: [login to view URL] I have attached an image to show how I would like the page to look. Hoping someone has tome to do this now? Thank you :)
i have a website where people sends information all the day based in tables, so i have a php table where i show as ranking ordered by date each report sended per user. The problem what i am having is how to send the report in a table to another table in order to show an "score" per each report. So i am planning to use "cron job" to execute a file
I have a multipurpose jQuery plugin for filtering. Its UNIFILTER. I need a php...php image gallery layout that will work with this filter that can grab the results from a mysql table. The layout will be a simple 3 across grid. The images are embedded urls. I have how it should be displayed right now on a wordpress post page with an htmliframe layout.
I have the names of 6 materials and I have some information about them, What I want: A table of these 6 materials with (7 types of properties and their values in this material and the cost of these materials) in order to decide which material to use for my product that I am about to manufacture
I have 11 photos of 9 children and two adults around a circular table. I would like them stitched so it appears that the children are seated at a long table, and one of the adults is standing in the background. The second adult isn't to be included.
...people who are just to lazy to post on a website and they keep saying Facebook has so many people always there so they want the traffic. Here's an Example post I'm trying to convert over to data for our site. WYSIWYG: Name: Unknown Acan 4 head Starting bid: 3 Minimum bid increments: 3 End Time: Friday 10/26/18 at 8:00pm MST Last honored bid: 7:59:59
I want you to build a pop-over panel for a HTML table. Attached is a word document which details the requirements. If you win this project I will provide you access to the folder "example-table" which contains the example html to be used to complete this job. Please note this job contains 4 tasks.
Hy I'm looking for someone to adjust a table calendar from 2018 to 2019. I need 2 versions. 2 times side "a"with the same design/content and 2 times the 12 different months on the side "b". I need it to be print ready with all the bleeds and everything. Please,see sample in attachment. Thank you in advance!
... Now there are limited faculties, each faculty teaches one subject or more than one subject. So now the time table has to be scheduled to the faculty at provided time slots in such a way that their timings do not overlap, and the time table schedule makes best use of all faculty subject demands. We use a genetic algorithm for this purpose. In our Timetable
I have a table in HTML and I need to adjust cell background and column width. Column width must be according to the text. Cells to change color depending on the content. If 1 cell color must be light blue. If 0, cell color must be white. HTML attached.
...what i need from you? Edit powershell file that scans directory every 5 seconds for changes and creations of new .log files ([login to view URL]) and put all new/edited data in mysql table, if you have any other idea you are welcome If the file edit/modification or creation is true and it contains new data then it should start mysql query to insert that last new
walk you through what i need done. Directions are direct and self explanatory
Summary: PHP script or SSIS to update products on bigcommerce (api V3) using records in table on sql server Details: - fetch records from my table in sql server (over 20k records) - use that data to update existing products in bigcommerce (e.g. updating categories, description, price, inventory or any other field) - respect the bigcommerce api/hr limit
I am looking for the ideal candidate who is solid in PHP, CSS, AI, PSP, and most especially WP. Has a solid grasp on SEO and can advise on best practices. Speed, speed, speed is essential so we will look to get an idea of what you know and how you would do it. I am aware that there are literally "millions" of WP technicians out there, but I am looking
I need the nail head on the edge of the table top removed.
...looking for a designer to work with me on a modern study table design project. The table is being designed for kids between 9 - 15 years of age. I have basic design ready sketched on a paper. - The table will have a modular structure with ability to combine 2 or 3 individual design elements. - The table will have sliders components to make space & to adjust
We will generate a very large XML file (or files) from a given single simple table. The total size of the XML will be > 30 GB so code must be optimized for speed. The code will read a defined number of rows (10, 500, 1000, etc.) and generate one XML file containing that number of rows after transformation. To be considered for this project, (1) indicate
i want WordPress pricing tables plugin as in below site. [login to view URL]
Dear Sir/Madam, This fix should be in the js file.
Hello, I need this table created in excel, including page breaks and page numbers etc as it will end up being at least 10 pages long.
with the help of table show data on page ...
...cheap version of the jackpot blitz electronic poker table from Jackpot digital ([login to view URL]). But instead of using an 84-inch touch monitor that's too expensive, we'll use a rear-projection camera with an infrared multi-touch frame. I'm looking for someone to make me the software for this table taking inspiration from the various videos on youtube
Hi, In my webpage, I generate an HTML table from data. I would like the header to be always visible when scrolling vertically to watch next rows. I also would like the first column to be always visible when scrolling horizontally to see next columns. For sure this should work in all the latest versions of majors web browsers, including those of IOS


text:
A prison term should not mean a lifetime of misfortune for a former offender. Yet that is what the criminal justice system produces every day. Former offenders are saddled for life with criminal records that make employment, education and public benefits difficult, if not impossible, to obtain.
Job seekers with criminal records have always struggled to find work. It is not just violent offenders and felons who are rejected by employers. A misdemeanor or an old conviction can be enough to cost a person a chance at a job.
As �tough-on-crime� politicians pressed for draconian penalties and ever-widening collateral sanctions, more and more offenders seeking to enter the workforce have been strapped with debilitating limitations. About 70 million people in the U.S. have been convicted of a crime.
A conviction has real and lasting consequences. Forbes Magazine reported that a survey by the Society for Human Resources Management found that 96 percent of human resource professionals say their companies perform criminal background checks on applicants.
Many criminal justice practitioners point to the lack of employment opportunities for returning prisoners as the most important obstacle to a successful reentry. A failed re-entry means a return to prison, soaring taxpayer funded corrections costs and increased victimization.
Some states, and cities, are trying to do something to eliminate barriers for former offenders seeking employment.
There is a growing movement called �Ban the Box,� a reference to the check box on a job application that asks, �Have you ever been convicted of a crime?� Having the checkbox may prevent many ex-offenders from getting a fair shot at a job.
Some employers immediately set aside an applicant who checks the box. This prevents prospective employees from having an opportunity to sell themselves in an interview and it prevents prospective employers from evaluating an applicant on the merits.
Ban the Box will not prevent employers from checking an applicant�s criminal record. The measure merely postpones the review to later in the assessment process to give former offenders a chance at getting a job.
Four states � Hawaii, Massachusetts, Minnesota and Rhode Island � have passed laws that force private employers to remove the question regarding conviction history from job applications, according to National Employment Law Project (NELP).
Eight more states � California, Colorado, Connecticut, Delaware, Illinois, Maryland, Nebraska, New Mexico � have removed the question from applications for public or state jobs.
In addition, more than 60 cities have banned the box, including Baltimore, Louisville and Indianapolis. According NELP, New York City is considering its own version, called the NYC Fair Chance Act.
Federal law already provides some protection for former offenders seeking employment, although the law does not prohibit employers from asking about an applicant�s criminal history.
The U.S. Equal Employment Opportunity Commission prohibits employers from discriminating when they use criminal history information. The Civil Rights Act of 1964 prohibits employers from treating people with similar criminal records differently because of their gender, religion, race or national origin.
Like laws in Pennsylvania, New York and Wisconsin, federal law prohibits an employer from using an applicant�s criminal record in employment decisions if the conviction does not help the employer accurately decide if the person is likely to be a responsible, reliable or safe employee.
Is America a country where people get second chances or a country where a single mistake follows a person for life?
There is a lot of work to be done to provide former offenders with a meaningful opportunity to earning a living wage. Progress is being made. This week, Washington, D.C., banned the box, Illinois� governor signed a similar law and, according to National Public Radio, Walmart and Target have eliminated the criminal history question from their employment applications.
Matthew T. Mangino is of counsel with Luxenberg, Garbett, Kelly & George P.C. His book �The Executioner�s Toll, 2010� was recently released by McFarland Publishing. You can reach him at www.mattmangino.com and follow him on Twitter at @MatthewTMangino.
Matthew T. Mangino: Ban the Box' provides opportunity for ex-offenders
A prison term should not mean a lifetime of misfortune for a former offender. Yet that is what the criminal justice system produces every day. Former offenders are saddled for life with criminal records that make employment, education and public benefits difficult, if not impossible, to obtain.


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Review | Author Bio | Read an Excerpt
R. C. Sproul's Bio:
Dr. R.C. Sproul is the founder, chairman and president of Ligonier Ministries, an international Christian education ministry located near Orlando, Florida. His teaching can be heard on the program Renewing Your Mind, which is broadcast on hundreds of radio outlets in the United States and in 40 countries worldwide. He is the executive editor of Tabletalk magazine and general editor of The Reformation Study Bible, and the author of more than seventy books and scores of articles for national evangelical publications. Dr. Sproul currently serves as senior minister of preaching and teaching at Saint Andrew's in Sanford, FL.
Visit R. C.'s website at www.ligonier.org


text: Share: Comments Print December 9, 2010 at 11:19 AM MLS announces the 54 college seniors invited to combine Posted by Joshua Mayers Here's the league release: * * * College Soccer's Top Division I Seniors Invited to Participate in 2011 adidas MLS Player Combine NEW YORK (Thursday, Dec. 9, 2010) – Major League Soccer today announced the initial list of 54 college seniors from 36 Division I schools who have been invited to participate in the 2011 adidas MLS Player Combine. The annual player combine will be held at Central Broward Regional Park in Ft. Lauderdale, Fla. Jan. 7-11. The Combine will separate all players into four teams and feature two games per day on Jan. 8, 10 and 11. The initial player list was determined by a panel of Division I college coaches, representing all conferences, who nominated and voted for players in conjunction with MLS coaches. These players will be joined by Generation adidas players, additional collegiate players from NCAA Division II and III schools, NAIA schools, and Division I alternates. The final player list, including Generation adidas participants, Combine coaches, and team assignments, will be announced in the coming weeks. MLS PLAYER COMBINE GAME SCHEDULE All times eastern and schedule is subject to change. All games will be held on the Main Event Field Saturday, January 8 1:45 p.m. — AdiPower vs AdiPure (Central Broward Regional Park) 3:30 p.m. — Jabulani vs AdiZero (Central Broward Regional Park) Monday, January 10 11:15 a.m. — AdiPure vs. Jabulani (Central Broward Regional Park) 1:00 p.m. — AdiPower vs. AdiZero (Central Broward Regional Park) Tuesday, January 11 11:15 a.m. — AdiPower vs. Jabulani (Central Broward Regional Park) 1:00 p.m. — AdiPure vs. AdiZero (Central Broward Regional Park) 2011 ADIDAS MLS PLAYER COMBINE LIST BY POSITION GOALKEEPERS (5): Bryan Meredith (Monmouth); Jeff Attinella (University of South Florida); Jimmy Maurer (South Carolina); Joe Willis (University of Denver);Josh Ford (UConn); DEFENDERS (17): A.J. Soares (California); Bilal Duckett (Notre Dame); Bobby Warshaw (Stanford); Christopher Korb (Akron); Colin Givens (Michigan State); Curtis Ushedo (UAB); Demitrius Omphroy (California); Eddie Ababio (UNC); Greg Klazura (Notre Dame); Greg King (UConn); Indy Smith (UNC Wilmington); Jalil Anibaba (UNC); JT Murray (Louisville); Juan Cruz (SMU); Michael Boxall (UCSB); Rich Balchan (Indiana); Tyler Lassiter (North Carolina State) MIDFIELDERS (21): Anthony Ampaipitakwong (Akron); Blake Brettschneider (South Carolina); Cole Grossman (Duke); Daniel Keat (Dartmouth); Dustin McCarty(UNC); Ernesto Carranza (Sacramento State); Guillermo Cortes (Maryland); Hector Jimenez (California); Jimmy Banks (Green Bay); John (Jeb) Brovsky (Notre Dame); Jon Okafor (Brown); Josue Soto(SMU); Karl Reddick (Boston College); Konrad Warzycha (Ohio State); Lebogang Pila (St. Peter's College); Matheus Braga (Penn State); Matt Gold (Ohio State); Michael Farfan (UNC); Servando Carrasco (California); Stephen McCarthy (UNC); Tommy Drake (Clemson); FORWARDS (11): Amani Walker (UCI); Ashley McInnes (Tulsa); Brayan Martinez (Seton Hall University); C.J. Sapong (James madison); Davis Paul (California); Efrain Burgoes (Cal Poly San Luis Obispo), Jason Herrick (Maryland); Justin Meram (Michigan); Levi Houapeu (UMBC); Philip Bannister (Loyola University Maryland); Steven Perry (Notre Dame). 2011 adidas MLS Player Combine List by School University of Akron Anthony Ampaipitakwong Christopher Korb University of Alabama – Birmingham Curtis Ushedo Boston College Karl Reddick Brown University Jon Okafor University of California Servando Carrasco Hector Jimenez Demitrius Omphroy Davis Paul AJ Soares University of California – Santa Barbara Michael Boxall University of California – Irvine Amani Walker California Polytechnic State University, San Luis Obispo Efrain Burgoes University of Connecticut Josh Ford Greg King Clemson University Tommy Drake Dartmouth College Daniel Keat University of Denver Joe Willis Duke University Cole Grossman Indiana University Rich Balchan James Madison University C.J. Sapong University of Louisville J.T. Murray Loyola University Maryland Philip Bannister University of Maryland Guillermo Cortes Jason Herrick University of Maryland, Baltimore County Levi Houapeu University of Michigan Justin Meram Michigan State University Colin Givens Monmouth University Bryan Meredith University of North Carolina Eddie Ababio Jalil Anibaba Michael Farfan Stephen McCarthy Dustin McCarty University of North Carolina, Wilmington Indy Smith North Carolina State University Tyler Lassiter University of Notre Dame John (Jeb) Brovsky Bilal Duckett Greg Klazura Steven Perry Ohio State University Matt Gold Konrad Warzycha Penn State University Matheus Braga Sacramento State University Ernesto Carranza Seton Hall University Brayan Martinez University of South Carolina Blake Brettschneider Jimmy Maurer University of South Florida Jeff Attinella Southern Methodist University Juan Cruz Josue Soto St. Peter's College Lebogang Pila Stanford University Bobby Warshaw University of Tulsa Ashley McInnes University of Wisconsin, Green Bay Jimmy Banks Comments


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TORONTO, June 15, 2016 /CNW/ - The Board of Directors of Utility Corp. (the "Company") has today declared a monthly dividend of $0.092 per Class C Share payable on June 30, 2016 to holders of record at the close of business on June 27, 2016.
Shareholders are entitled to receive dividends as declared by the Board of Directors of Utility Corp. It is the Company's policy to declare and pay equal monthly dividends on the outstanding Class C Shares based on revenue received less expenses.
Utility Corp. is a mutual fund corporation whose investment portfolio consists of publicly listed securities of selected Canadian utility and telecommunication issuers. The Class C Shares of Utility Corp. are listed for trading on the Toronto Stock Exchange under the symbol UTC.C.
SOURCE Utility Corp.
For further information: please contact: Investor Relations, Utility Corp., (416) 863-7893, E-mail: firstname.lastname@example.com, Web site: www.scotiamanagedcompanies.com
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Jacksonville faces tough start to 2013 schedule
Jacksonville, FL – Jacksonville University football faces a potentially difficult start to its season and will play five home games as part of an 11-game schedule this year.
The non-scholarship Dolphins from the Pioneer Football League will travel to FCS powers Delaware on Aug. 29 and Jacksonville State on Sept. 7 to kick off their season under seventh-year coach Kerwin Bell.
JU's home games at Milne Field will be against PFL opponents Morehead State (Sept. 14), Butler (Sept. 28), Davidson (Oct. 26) and Stetson (Nov. 16) as well as NAIA member Warner (Sept. 21).
The Dolphins hope to build on last year's 7-4 record, including 5-3 in the PFL.
The PFL champion will receive an automatic bid to the FCS playoffs for the first time this year.
2013 Jacksonville University Football Schedule
All Times ET
Aug. 29, at Delaware, 7:30 p.m.
Sept. 7, at Jacksonville State, 7 p.m.
Sept. 14, Morehead State*, 1 p.m.
Sept. 21, Warner, 1 p.m.
Sept. 28, Butler*, 1 p.m.
Oct. 5, at Drake*, 2 p.m.
Oct. 19, at Campbell*, 1 p.m.
Oct. 26, Davidson*, 1 p.m.
Nov. 2, at Marist*, TBA
Nov. 9, at Mercer*, TBA
Nov. 16, Stetson*, 1 p.m.
* - PFL game


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Input Monitoring using Meters
We've all been told that the key to great digital recordings (or analog for that matter) is getting the hottest signal possible to the hard drive (or tape) without clipping. Since virtually everyone is using some form of outboard gear (preamps, compressors, etc.) with an input meter on it, there are often numerous meters displaying very different results.
So if your preamp has a meter and your DAW has a meter, which one should you look at as a reference? Well, theoretically, you should keep an eye on both meters, but pay extra attention to the outboard gear meters. Pushing the preamp or compressor too hard will evidence itself on the meter on that piece of gear, but may still look fine on the input meter of the DAW. Pushing a preamp or compressor too hard can cause the recording to be distorted or over-compressed, or both, but the input meter of the DAW will still be bouncing happily at -3dB. The pitfall of not accurately monitoring the outboard gear's monitors is that distorted vocals or squashed tracks can't be undone. With gear that has multiple monitoring modes, like a compressor that can switch between Gain Reduction and Output, it's a good idea to keep an eye on both functions to get the truest picture of what's going to the input of your DAW.


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Gandavadi, A and Ramsay, J.R.E and Burke, F.J.T (2007) Assessment of Dental Student Posture in Two Seating Conditions using RULA methodology – A Pilot Study. British Dental Journal, 203 (10). pp. 601-605. ISSN 0007-0610


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Sara Moore - American Forces Press Service
The wars in Iraq and Afghanistan will be top priorities for President-elect Barack Obama's administration, New York Sen. Hillary Clinton, Obama's nominee to be secretary of state, told the Senate Foreign Relations Committee at her confirmation hearing here yesterday.
The president-elect is committed to ending the war in Iraq responsibly and expanding the nation's strategy in Afghanistan, Clinton said.
In Iraq, the withdrawal is being worked on within the context of the status-of-forces agreement that the U.S. and Iraqi governments created together and which took effect Jan. 1, she said. The two governments also signed a companion document an agreement of friendship and cooperation that includes several areas the State Department will be working on, such as rule of law, education, health care, and technical assistance for the energy industry, she said.
"It is my intention that we will very quickly, in consultation with the Iraqi government and other agencies within our own government, put together the teams and activities that we will be offering that will support the withdrawal of our troops, and also fulfill the agreement that we have with the government of Iraq," Clinton said.
In Afghanistan, the new administration plans to conduct a comprehensive review of both the military and civilian policy, she said, noting that Obama believes that if the United States commits more troops and resources, NATO also needs to provide more support.
Clinton said that if confirmed, she would look at Afghanistan and Pakistan together, and would try to persuade the two countries to work together to protect their own security.
As the United States moves forward in Afghanistan, a Clinton-run State Department would work with the Defense Department and partner nations to root out al-Qaida, the Taliban and other violent extremists, the senator said.
"For terrorism, we must have a comprehensive strategy levering intelligence, diplomacy and military assets to defeat al-Qaida and other terrorist groups by rooting out their networks and drying up their support for violent and legalistic extremism," she said.
Clinton said she looks forward to working with Defense Secretary Robert M. Gates, who she said has a distinguished record of service to the country and believes in a strong partnership between the Defense Department and the State Department. As it works to take on more responsibility in foreign policy, she added, the State Department will have to work to disprove the presumption that the military can move more quickly and work more effectively.
"I'm working with Secretary Gates," the senator said. "He's very open to cooperative efforts. But we have to prove that we can shoulder this responsibility." She cited the need to prove the State Department can handle stabilization, reconstruction and other "outcomes-oriented development aid" quickly and without enormous bureaucracy.
Clinton vowed to promote diplomacy and work with other government organizations to protect America's security and values. She also pledged to work against nuclear proliferation, and specifically to use diplomacy, sanctions and other means to prevent Iran from becoming a nuclear-weapon power.
The new administration doesn't plan to take any option off the table when dealing with Iran, she said, and likely would pursue a different approach from that of President George W. Bush's administration.
If confirmed as secretary of state, Clinton said, she would use bipartisan foreign policy to renew America's leadership around the world. She noted that the nation and the world face challenges on many fronts, including the wars in Iraq and Afghanistan, the spread of weapons of mass destruction, climate change, financial meltdowns and worldwide poverty.
Clinton also pledged to work on partnerships with nations around the world to address security and economic concerns, climate change, humanitarian crises, poverty and women's rights. However, she stressed that American leaders must be realistic and recognize they cannot solve all the world's problems.
It would be up to her and other leaders to make tough choices and establish priorities, she said, promising to provide forward-thinking, sustained diplomacy in every part of the world and to cooperate with the military and other agencies of government, non-governmental organizations, the private sector and international organizations.
"Diplomacy is hard work, but when we work hard, diplomacy can work -- not just to diffuse tensions, but achieve results that advance our security, interests and values," she said.


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Hampton Inn Mount Hood hotels are provided below. Search for cheap and discount Hampton Inn hotel rates in Mount Hood, OR for your upcoming individual or group travel. We list the best Hampton Inn Mount Hood lodging properties so you can review the Mount Hood Hampton Inn hotel list below to find the perfect place.
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Jan. 26, 1986, New Orleans
Chicago 46, New England 10
The Bears won their first NFL championship since 1963 and scored a Super Bowl record 46 points. The record was 38 shared by the 49ers (XIX) and Raiders (XVIII). The Bears registered seven sacks and limited the Patriots to just seven yards rushing.
A Tony Franklin field goal gave New England a 3-0 lead just 1:19 in the first quarter. The Bears led 23-3 at halftime, building a yardage advantage of 236 to minus-19. Jim McMahon became the first quarterback in Super Bowl history to rush for two touchdowns, but the highlight was a 1-yard scoring burst by defensive lineman William...


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National Association of Secretaries of State inducts 2007-2008 Officers
Contact: Allison Fore
Indiana Secretary of State Todd Rokita sworn in as NASS President, names new Executive Board
Portland, OR (July 18, 2007) –- The National Association of Secretaries of State (NASS), currently holding its annual summer meeting in Portland, Oregon, today inducted its new slate of national officers for the 2007-2008 cycle. Indiana Secretary of State Todd Rokita will serve as president of the association, which represents top state officials charged with oversight of such areas as business services and elections.
"It is an honor to represent NASS and my fellow secretaries of state," Rokita said. "I am certain the coming year will bring many opportunities for our association, and I look forward to working on behalf of our member states with the federal government and with the multitude of other organizations that benefit from our election reform, business services, securities and e-government initiatives."
Rokita has served on the NASS Executive Board in various leadership positions since 2003. In addition to serving as Chief Election Officer of the Hoosier State, Rokita oversees the state's Securities and Business Services Divisions. He also serves on the nine-member executive board of the U.S. Election Assistance Commission's (EAC) Standards Board.
Rokita leads a new slate of NASS executive officers who will oversee the association's activities for the coming year, including its direction on election administration, business services, electronic government and state-federal relations with the White House, Members of Congress and the various federal agencies.
The members of the NASS Executive Board, who will hold office through July 2008, include the following:
Hon. Todd Rokita, Indiana (President)
Hon. Deb Markowitz, Vermont (Past President)
Hon. Pedro Cortes, Pennsylvania (President-Elect)
Hon. Trey Grayson, Kentucky (Treasurer)
Hon. Betty Ireland, West Virginia (Secretary)
Hon. A. Ralph Mollis, Rhode Island (Eastern Region Vice President)
Hon. Charlie Daniels, Arkansas (Southern Region Vice President)
Hon. Terri Lynn Land, Michigan (Midwestern Region Vice President)
Hon. Ben Ysursa, Idaho (Western Regional Vice President)
Hon. Brad Johnson, Montana (Member at Large)
Hon. Bill Gardner, New Hampshire (Member at Large)
For more information, please visit http://www.nass.org/


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Liverpool considering Owen deal
Liverpool are weighing up a move for free agent Michael Owen after failing to add a striker to their ranks on transfer deadline day.
• Reds fail with Dempsey move
• Carroll move about finance
The out-of-favour Andy Carroll was loaned out to West Ham United on Friday and it appeared Liverpool would replace the forward to offer back-up to Luis Suarez.
They were linked with moves for Chelsea's Daniel Sturridge and also Clint Dempsey, with the latter subsequently joining Tottenham from Fulham after the Reds reportedly failed with a £4 million bid.
Owen, 32, is without a club after being released by Manchester United at the end of last season and is free to sign a for a new team outside of the transfer window, although he needs to sign early next week if he is to be certain of being eligible to play in Premier League matches before January.
All top-flight teams must submit their finalised 25-man squads for the first half of the season by 4pm on Tuesday. Later registrations have happened in the past, notably with Aston Villa signing Robert Pires, but are at the league's discretion and require the club involved to have an unfilled space in their 25-man list.
Liverpool could yet consider a swoop for their former attacker, who scored 118 league goals in 216 appearances before moving to Real Madrid in 2004.
Stoke have also been linked with Owen, although the club are wary of being able to match his wage demands, even on a structured pay-as-you-play deal.
Owen said on Saturday that he had "spoken to a few clubs", although he cautioned not to expect any sort of announcement before next week.
"I know who is interested but nothing will be done until next week," Owen said on Twitter. "Obviously can't tell you who I'm in talks with yet. I have an idea where I will go but you never know who else could enter the fray!"
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7 Listings:
Sales of a company owner's most valuable asset ... their business.
Our focus size range: $1 million to $25 million enterprise and facility value
Our focus industries: - unique' services models - manufacturing - distribution - high cash flow businesses - niche' business models.
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Exit Equity LLC
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This industrial site has a total of 14,120 SF, 14 Ft high ceilings, includes 1,700 SF office space, 7,000 SF warehouse and 5,000 SF manufacturing and store space. Iconic former shrimp and fish processing facility, dock and store area. Ideal storefront on Commercial Avenue next to new $6M commercial dock. Building has area w/ public viewing for fish processing operations 100 foot dock has offloading crane facing Port of Garibaldi boat basin.
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Last year I briefly switched to TracFone's Straight Talk SIM when I cancelled my Verizon contract, but I eventually left the service because of their undefined data policy. Straight Talk SIM offers a no-contract plan for $45 which includes unlimited talk, text, and data, but we all know that "unlimited" is never really "unlimited." This week Straight Talk went to their blog to try and clear up the confusion.
In a recent blog post by Straight Talk, a company representative said, "You may have heard rumors online that there is a hard cap of 1.5GB for data on Straight Talk. We want to clear this up for you right away: We are NOT cutting off data at 1.5GB on Straight Talk."
A quick Google search will return all kinds of wild stories about the amount of data that Straight Talk will allow you to consume. Some people say Straight Talk has a daily limit of 150MB, while others claim their monthly limit is anywhere from 1-4GB. A couple users have reported that their data speeds were throttled after consuming too much data, while other horror stories report that Straight Talk cancelled abusers accounts with no warnings.
Straight Talk says that the rumors about their hard data cap came from their sister brand Net 10 that does have a data limit on their Bring Your Own Phone (BYOP) AT&T-compatible SIMs.
Unfortunately, Straight Talk still failed to address the exact terms of their "unlimited" data plan. We assume that users are throttled after consuming a certain amount of data, but we have no clue how much that is. Most carriers and MVNOs will state how much data you get before being throttled (normally 500MB to 5GB), but Straight Talk has not shared this information.
I once listed Straight Talk as a top choice for no-contract service on Android devices, but it's hard to recommend them now when we don't know how much data they provide. Straight Talk also let to users choose between AT&T or T-Mobile's network, but they stopped selling AT&T SIM's and we don't know if they will return.
When it comes to no-contract plans on T-Mobile's network, there are much better options like T-Mobile's new Simple Choice plans, or any of the MVNOs that operate on T-Mobile.
If you have experienced any issues with Straight Talk SIM, please share your story in the comments below.


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This song is sure to get your foot tapping and head bobbing. It's a driving rock song that also has an 80's synthpop feel to it. Downbeat bass drum hits along side a snappy snare help give it that upbeat dance feel. However, it is not too over the top to be the perfect background music for corporate motivational pieces, documentaries, commercials, highlight reels, etc.
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Music by Phil Larson
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Utilities Increase Staffing To Deal With Outages
MINNEAPOLIS (AP) - Utility companies in Minnesota have geared up to handle the increased number of calls due to the subzero cold.
CenterPoint Energy has tripled service staff since Sunday. Spokeswoman Becca Virden says technicians handled about 400 calls for service statewide Sunday - about twice the usual number. Virden says utility crews are expected to respond to about 1,400 calls for service on Monday.
Xcel Energy also increased staff Sunday and Monday to deal with the possibility of increased calls. Spokeswoman Mary Sandok says no electrical outages have so far been reported.


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DAVID CAMPESE, the former Australia winger, has lambasted the Wallabies for their inability to score tries and called for head coach Robbie Deans to be sacked. Campese, the most potent finisher seen in the sport at the highest level, flew in to London from his home in Durban, hoping for the best at Twickenham (Sunday morning Australia time) but fearful for the outcome.
''Deans has destroyed Australian rugby and I want him to go,'' said Campese, who retired from Test rugby in 1996 after scoring 64 tries in 101 matches. ''We've got a team at the moment that can't catch and can't pass. Wallaby teams in the past were never like this. Anyone who knows anything about Australian rugby knows what it's famous for - loops, angles, switches, counter-attack, creative play. Where's all that gone? We can't even pass properly.''
Campese admits to a dilemma as he heads to Twickenham. ''Mate, I don't want the boys to lose. I played for Australia and it's clearly hard to go against them, especially when it's against the Poms. But if Australia win, Deans stays. I just want him to go. He's the worst thing that has ever happened to Australian rugby.''
Deans has been in the job for four years and the former All Black passed Bob Dwyer's record of 68 Tests in charge last weekend. It was not an auspicious moment: Australia were thumped 33-6 by France in Paris.
They have stagnated. In the past couple of seasons, the Wallabies have averaged 3.5 tries per game. This year they have managed 12 tries in 12 Tests. Campese used to rag England for their boring rugby. Are Australia now England in disguise?
''Yeah, it's quite frightening, isn't it?'' he said. ''The boot's on the other foot, eh? The try rate is disgusting. You've got guys in the team who can't pass from left to right. And these are supposed to be international players.
''As for Deans, I just don't know why we had to go and get a foreign coach when we've won two World Cups with our own coaches. Look at how Matt Giteau's been treated. He's sitting down there, playing in Toulon, 92 caps, finished with Test rugby, and all because the coach doesn't like him. It's an ego trip.''
Australian five-eighth Quade Cooper, who is not on this tour, caused a storm when he went public with his view that the environment in the Wallaby camp was ''toxic''.
Campese disagrees with Cooper going out on a limb but can find little issue with the sentiments expressed.
''Just look at the body language of the players,'' Campese said. ''It's terrible.
''You've got to go out and get people to want to come and watch you play. Ain't happening with us, mate. The skill factor is so poor at the moment. Look at Pat McCabe in the centre. He's not a good passer and he's tipped to be the next captain.''
Until last weekend Australia were ranked second in the world, drawing 18-18 with the All Blacks last month.
Telegraph, London


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BIDDEFORD, Maine – MIT knotted the score at five early in the fourth quarter but the University of New England scored twice during the last eight minutes to emerge with a 7-6 victory in a non-conference men's lacrosse game on Saturday afternoon. Sophomore Chris Cook (Tully, N.Y.) paced the Engineers (0-2) with two goals as freshman Jonah Hessels (Poolesville, Md.) added one goal and an assist.
The Nor'easters opened the scoring after 4:30 elapsed but MIT answered with sophomore Jake Slonaker (West Windsor, N.J.) connecting on a feed from classmate John Kramer (Glastonbury, Conn.) with 3:27 on the clock. UNE went ahead early in the second stanza; however, a solo effort from freshman Paul Orrson (Baltimore, Md.) evened the game at two. The hosts went in front 43 seconds later and then increased their advantage to 5-3 on a man-up goal right before the intermission.
Hessels cut the Engineers' deficit in half just 2:18 into the third quarter but the Nor'easters gained some breathing courtesy of an extra-man strike at the 8:43 mark. The game became a defensive battle until freshman Luke Verdi (Middletown, Md.) and Cook found the back of the net during the first 4:34 of the final frame to tie the score at five. UNE responded with strikes at the eight and two-minute marks to go ahead, 7-5. MIT continued to attack, eventually finding success when Cook redirected a pass from Hessels with 18 ticks left. The Engineers won the ensuing faceoff but freshman Graham Francis's (Palos Verdes Estate, Calif.) shot sailed wide as time expired.
Freshman Nick Uhlenhuth (Louisville, Ky.) paced MIT with six groundballs, followed by five from junior Elliot Sykora (Wilmette, Ill.) and Verdi. Orrson added four groundballs while senior Christopher Rullan (Wexford, Pa.) totaled 17 saves and four groundballs.
MIT continues its road trip on Tuesday, March 19 at local rival Wentworth Institute of Technology.