text:
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This application claims the benefit of and is a nonprovisional of U.S. Provisional Application No. 60/686,358, entitled "THROUGHPUT MAXIMIZATION USING QUANTIZED RATE CONTROL IN MULTIPLE ANTENNA COMMUNICATION SYSTEM," filed Jun. 1, 2005, the contents of which are incorporated by reference herein.
The invention relates generally to wireless communication systems and, more particularly, to rate control in multiple antenna communication systems.
It has been shown that wireless communication systems with multiple antennas can provide significant performance improvements and achievable data rates over single antenna systems, in particular in fading environments. The time varying nature of the channel quality in wireless environments (referred to as "fading") causes random fluctuations in the received power level and, as a result, can lower the probability of reliable decoding. The attempted transmission rate may exceed the instantaneous channel capacity, a phenomena know as outage. Much effort has been directed recently to minimizing the outage probability through various adaptive transmission schemes.
The performance gains provided by multiple antennas systems can be considerably higher if knowledge of the channel state information is available. Unfortunately, in practical systems, it is often only possible to obtain an estimate of the channel state information at the receiver. Moreover, the receiver is usually limited to using a feedback link with a very limited capacity (e.g., a few bits of feedback per block of transmission) when providing the channel state information to the transmitter.
A feedback link between a receiver and a transmitter in a multiple antenna communication system is used to control the transmission rate and thereby improve system throughput performance. An optimized quantized rate control design is disclosed which enables a receiver to determine a transmission rate from an optimized finite set of transmission rates based on an estimate of channel conditions. The receiver can then use a limited feedback link to communicate the selected transmission rate back to the transmitter, the selected transmission rate serving to optimize throughput of the system for a given average power. Equivalently, for a targeted throughput, power savings can be achieved through the use of the quantized rate control mechanism. In one embodiment, an adaptive gradient search technique can be utilized to efficiently find the optimal rate allocations. The disclosed rate control design is advantageously of low complexity and requires a very low-rate feedback link (as little as a few bits per block of transmission) to achieve potentially significant gains in system throughput.
These and other advantages of the invention will be apparent to those of ordinary skill in the art by reference to the following detailed description and the accompanying drawings.
FIG. 1 illustrates a coded multiple-input multiple-output (MIMO) system, suitable for practice of an embodiment of the invention.
FIG. 2 is a graph representing a sample distribution of the supportable rate of the channel. FIG. 2 shows the probability distribution function for a 2×2 MIMO system. Finite level rate control for one, two and three levels are depicted.
FIG. 1 is an abstract illustration of a coded multiple-input multiple-output (MIMO) system, suitable for practice of an embodiment of the invention.
As depicted in FIG. 1, the multiple antenna system has M transmit antennas 111, 112, . . . 114 and N receive antennas 121, 122, . . . 126 which communicate across a channel 100. It is assumed that the system utilizes some form of coding scheme with an encoder 110 at the transmitter and a corresponding decoder 120 at the receiver. The multiple antenna system can be modeled as follows: the received signal can be represented by a vector yN×1 such that
y=Hx+w, (1)
where xM×1 is a vector representing the transmitted symbols, HN×M represents the channel matrix, and wN×1 is a circularly symmetric complex additive white Gaussian noise with zero mean and variance one. Consider a block fading channel model in which the channel remains constant during transmission of each packet (or codeword of length T) and changes independently from one block to another block, where the distribution of the channel state is known a priori. The average power constraint on the transmissions can be expressed as [xHx]≦P. Equivalently, since tr(xxH)=tr(xHx) and the expectation and trace commute, this can be expressed as [xHx]≦P. The channel model can be alternatively represented as
where a codeword X=(x1x2 . . . xT) and the received vectors of Y=(y1y2 . . . yT) are considered over the block length T in which the channel is constant. The power constraint can then be expressed as tr[XHX]≦PT, where PT is the total average power constraint per transmission block of length T.
The channel matrix H can be adapted to represent a wide range of different cases of fading, e.g., the discussion below is applicable to an independent and identically distributed (i.i.d.) block fading channel model as well as a correlated fading model, rank deficient channels such as keyhole channel, and Rician fading in presence of line of sight. For illustration herein, we consider an (i.i.d.) Rayleigh channel model which means the elements of the channel matrix H are independent and identically distributed circularly symmetric complex Gaussian random variables with mean zero and variance one.
The multiple antennas system is assumed to have a channel estimator 140 and a quantized rate control feedback module 150 at the receiver. The receiver can utilize any of a number of known techniques for channel estimation at the channel estimator 140, e.g., preamble-based channel estimation, where there are MN unknowns that can be estimated with finite variance through transmission of a long enough preamble prior to transmission of the actual message. The value of MN unknown channel coefficients can be determined through MN independent measurements. Choosing a simple preamble of the form
would be then sufficient and the resulting mutual information of the channel through T (assume T>M is the coherence interval) uses of the channel is then lower bounded by
is the total average power used to transmit the actual data, P is the total available average power, and Ppre is the power used in sending preamble to estimate the channel. It should be kept in mind that knowledge of the channel state at the transmitter has a finite variance (or error) in its estimation and is not perfect. Furthermore, this knowledge comes at the price of spending the power Ppre and the time fraction
for training as part of the available system resources which is not used to send the actual data.
Assuming perfect or partial knowledge of the channel state information at the receiver, it can be sent to the transmitter via the feedback link. From a practical point of view, a small rate of feedback can be considered to be available from the destination to the source without wasting too much of the system resources. However, no matter how low the feedback rate is, because of the fading there is a probability of outage in receiving the crucial feedback information at the transmitter in which our design strategy depends. Therefore, it is important to incorporate the possibility of the outage (or lost in feedback information) in the design of finite rate feedback strategies.
The feedback link can be utilized herein for two different scenarios. First, the feedback can be used for power control while a constant transmission rate is used for all the blocks. However, we optimize the value of the attempted transmission rate. Second, the feedback link can be used for the case where the transmission power is fixed over each block, however, the transmission rate varies based on the channel state. At the receiver, the value of the transmission rate is chosen from a predetermined set of rates and then it is fed back to the transmitter.
The instantaneous mutual information of the channel for a block of transmission with the given channel state γ defines the maximum transmission rate that can be achieved with arbitrarily low probability of error in this block of transmission. For a given average power P(γ) per block, the supportable rate is given by
where γ=HHH is the equivalent channel quality that includes the effect of the given space-time codes. For a given average power P, the cumulative probability density function of the supportable rate by the channel, FC(R), defined as
which is equal to the probability of outage, Pout(R, P), for a given rate R. It has been observed that the probability density function of the supportable rate by the channel,
is asymptotically Gaussian distributed where either the number of the transmission antennas or the number of the received antennas go to infinity. Analytical expressions for the mean and variance of the distribution have been derived in the prior art in three cases:
The optimal rate control strategy for a M×N multiple transmit antenna system with M transmit and N receive antennas in a block fading channel via finite number of bits of feedback may be derived as follows. The objective is to maximize total throughput of the system by choosing the attempted transmission rate from finite number of possible rate based on the estimate of the channel at the receiver. We assume perfect knowledge of the channel state information at the receiver, using Gaussian inputs assume that our coding scheme is capable of achieving the maximum instantaneous mutual information at each block, and finally, there is no error in the feedback link.
Consider a general model where H represents the equivalent channel model where the coding matrix is absorbed in the channel matrix. Therefore, it can be shown for an attempted transmission rate of R and average power PH(H) per block of transmission, the outage probability is given by
where H is the equivalent channel. The problem of outage minimization can then formulated as
subject to
[P(γ)]≦P (8)
where P is the long term average power, γ=HHH is the effective channel quality, P {P1, P2, . . . , PL} is a fixed power level codebook with L number of the power levels, and P(γ) is a quantized power strategy which maps any points from the set of the effective channel qualities γεΓ to a power level in P. When perfect knowledge of the channel state information is available at the transmitter, the power control strategy takes its value from a continuous set that can also be interpreted as L→∞. We denote optimal solution of the above outage probability minimization problem by Pout(L)(R, P), where L denotes the number of power levels that can be used by the transmitter. We artificially denote the minimum outage probability without channel state information at the transmitter by Pout(1)(R, P) because the transmission power is constant when the no channel state information is available at the transmitter. On the other hand, when we have perfect knowledge at the transmitter, the power level can take its value form a set of positive real numbers and we artificially denote the minimum outage probability with perfect channel state information at the transmitter by Pout(∞)(R, P).
The throughput for a block fading channel is defined as the average rate of information transmission from the transmitter to the receiver with asymptotically zero error probability. Because of the possibility of the outage in block fading channels, the throughput is less than the attempted rate of transmission. For a constant attempted transmission rate R and long term average power P per packet and a given power control strategy with L bits of feedback the throughput T(R, P) is defined as
Therefore, the throughput maximization problem with quantized power control can be formulated as
subject to
[P(γ)]≦P (11)
The feedback can be used to provide some information about the channel state at the transmitter and improve a given performance metric. On the one hand, the feedback can be used to control the power at the transmitter to minimize the probability of the outage that also translates to minimizing the packet error. In this case, if maximizing the throughput is considered as the performance metric instead of minimizing the outage probability, the system throughput is then optimized by choosing the right value for the attempted rate of transmission R in (10). On the other hand, the feedback can be used to control the transmission rate per packet to maximize the throughput directly without any power control. The throughput maximization problem with quantized rate control can be formulated as
The optimal rate control assumes the exact knowledge of γ, and choose the rate
based on the channel state γ=HHH. However, when the feedback has finite rate log2(L) bits per block, the most efficient use of the feedback signal at the transmitter for rate control is to use a different transmission rate Ri for each feedback signal iε{1, 2, . . . , L}. Therefore, for q bits of feedback, we need to find L=2q−1 transmission rates R1, R2, . . . , RL and a mapping function
R(γ):Γ→R (13)
where R={R1, R2, . . . , RL} such that the total system throughput is maximized while the average power P is used in each block. Therefore, the set of Γ is partitioned into L sets of Γ1, Γ2, . . . , ΓL such that if for a block of transmission γεΓi then the feedback signal i is sent to the transmitter and the associated transmission rate Pi will be used in this block.
Without loss of generality, assume that the transmission rates satisfy R1>R2> . . . >RL corresponding to the partition Γ1, Γ2, . . . , ΓL. It can be shown that the optimal solution to the quantized throughput maximization problem (12), avoids outage for all the channel conditions in the first L−1 partitions, and let the outage occur only in the last partition, ΓL. Moreover, the partitioning of optimal solution is such that a channel condition γ either belongs to (i) the partition Γi with maximum index that can guarantee no outage for this channel quality, or (ii) this channel condition belongs to GL. The structure of the optimal solution can be expressed more formally by the following results. Let R(γ)εR, R={R1, R2, . . . , RL} be the optimal solution for the optimization problem (12), where R1>R2> . . . >RL. Then, for all By except in a set of measure zero the transmitted packet is not in outage and we have
(1)R(γ)=R1R1≦C(γ) (14)
(2)∀i,2≦i≦L:R(γ)=RiRi≦C(γ)<Ri−1 (15)
otherwise, the transmitted packet is in outage and we have
(3)R(γ)=RL0≦C(γ)<RL (16)
The distribution of the supportable rate by the channel and the above results can be used to design the optimal rate control through quantized feedback. As discussed above, this distribution depends on the number of antennas both at the transmitter and the receiver, the used space-time codes (e.g. orthogonal designs, BLAST, or linear dispersion codes), and the average power of the code. Because in practice the distribution of supportable rate by the channel is a continuous distribution, we restrict our analysis to the cases where the density function is continuous and nonzero in the interval (0, ∞). It is not hard to see that this condition is satisfied for the cases of Rician or Rayleigh fading channels using M×N multiple antenna systems. Based on these assumption, it is possible to prove the following simplified result. If the probability density function fC(R) of the supportable rate by the channel is continuous and positive in (0, ∞), then the optimal L level quantized rate control function R(γ) for (12) follows the form of equations (14)-(16).
FIG. 2 shows an exemplary visualization of the distribution of the supportable rate by the channel and the optimal rate allocation strategy with L=1, 2, 3 levels of feedback that corresponds no feedback, one bit of feedback, and log2(3) bits of feedback per block, respectively. Using the results above, we can see that the outage event occurs only in the interval [0, RL) and the corresponding outage probability is defined as
Pout(R(γ),P)=Prob(R(γ)<RL)=FC(RL) (17)
The achievable average throughput of the system can also be written in terms of the rate levels R1, R2, . . . , RL as
T(R(γ),P)=[R(γ)]=RL(FC(RL−1)−FC(RL))+ . . . +R2(FC(R1)−FC(R2))+R1(1−FC(R1)) (18)
Therefore, the optimization problem can be rewritten in the following form over the vector of the threshold values for the rate R=[R1, R2, . . . , RL]T
Although the above maximization problem is not convex (or concave) optimization problem, the gradient search technique has shown to converge to a single vector of the rates irrespective of the starting point of the optimization problem. Therefore, we conjecture that the above optimization problem has a unique maximizer. For the case that L=1, we formally prove that although the objective is not concave, it has a unique maximizer. In fact, we can prove that the objective function is a log-concave function. The following result is proven in the APPENDIX. For the general multiple transmit and multiple receive antenna system and K-block channel fading model, there exist a unique maximizer for the throughput optimization problem with perfect channel state information at the receiver and no channel state information at the transmitter.
The stationary points of the above optimization problem (19) satisfy ∇RJ=0, where J=RL(FC(RL−1)−FC(RL))+ . . . +R2(FC(R1)−FC(R2))+R1(1−FC(R1)). Therefore, we have
Note that the first (L−1) rows have similar form, but the last row is different. We can rewrite these set of nonlinear equations in the form
We can conclude from these last set of equations that if the number of rate levels goes to infinity, we have
and therefore the average throughput in each bins are asymptotically equal.
One advantageous technique for solving the throughput maximization problem (12) with quantized feedback and to find the optimal values of the rate control thresholds R1, R2, . . . , RL is to use a gradient descent technique. The numerical techniques based on the gradient search rely on the fact that if the gradient of the objective function at the current solution point is not zero, by taking an step toward the opposite direction of the gradient, it is possible to find a new point for which the value of the objective function is smaller. However, in practice it is hard to know the right step size. The technique may not converge if the step size is large, and it may converge way too slowly if the step size is small. However, there are number of effective techniques to adjust the step size. The Barzilai-Borwein method is a steepest descent method for unconstrained optimization which has proved to be very effective for most practical applications. The Barzilai-Borwein gradient search method differs from the usual steepest descent method in the way that the step length is chosen and does not guarantee descent in the objective function. Combined with the technique of nonmonotone line search, such a method has found successful applications in unconstrained optimization, convex constrained optimization and stochastic optimization. A number of recent works have also developed and improved the Barzilai-Borwein gradient search method for some cases.
The adaptive gradient search algorithm is then defined with the following recursive equation for which the solution converges to a local extremum point of the optimization problem. However, our simulation results for multiple antenna systems over rayleigh fading channel shows that for any random starting point the solution converges to the same point. We have
R(k+1)=R(k)−μk∇RJ (25)
where the gradient ∇RJ is given by (20), and μk is the sequence step sizes. This sequence can be either chosen as an appropriate fixed sequence of decreasing positive real numbers such that Σk=1∞μk2<∞ and Σk=1∞μk→∞, or it can be dynamically found through Barzilai-Borwein gradient search which improves the performance of the algorithm and usually converges faster. It should be pointed out that if the probability density function of the equivalent channel condition η is analytically known, the value of the gradient can be found analytically. However, in many practical cases it is simpler to estimate the gradient by using its simplified form (20) through monte-carlo simulation. The gradient search stochastic optimization method is a very powerful technique where the actual gradient and value of the objective function is not known, but it can be well estimated through monte carlo simulation or evaluation of the system performance.
FIG. 2 shows the optimal quantized rate control levels with one, two, and three rate levels for a 2×2 multiple transmit and multiple receive antenna system. The probability density function of the supportable rate by the channel is also depicted to have a better representation of how those rates are chosen. The average throughput is then the sum of the area under the probability density curve times the transmission rate in each bin. The outage probability of the scheme is also represented by the area under the probability density curve in the first bin.
It should be pointed out that the Gaussian approximation discussed above is very useful to find the analytical expression for the gradient (20) in terms of the mean and variance. Therefore, the gradient can be well approximated with relatively small number of simulations.
In many practical communication system, the goal is to maximize the overall throughput that is the total sum of information packets that have been successfully decoded over a large period of time. Although minimizing the outage probability results in smaller frame error rates and increase in throughput, it is not sufficient for throughput maximization. In order to optimize the throughput, the transmission strategy should adapt the rate of the transmission with the channel variations. When the channel has a better quality, a higher rate should be used and when the channel suffers from a deep fading and has poor quality, the transmission rate should be lower to allow the packet to go through.
While exemplary drawings and specific embodiments of the present invention have been described and illustrated, it is to be understood that that the scope of the present invention is not to be limited to the particular embodiments discussed. Thus, the embodiments shall be regarded as illustrative rather than restrictive, and it should be understood that variations may be made in those embodiments by workers skilled in the arts without departing from the scope of the present invention as set forth in the claims that follow and their structural and functional equivalents.
THEOREM: For the general multiple transmit and multiple receive antenna system and K-block channel fading model, there exist a unique maximizer for the throughput optimization problem with perfect channel state information at the receiver and no channel state information at the transmitter.
PROOF: We first note that the objective function is not a concave function. Figure ?? shows the throughput versus the attempted transmission rate R for a single transmit and single receive antenna as well as a 4×1 multiple antenna systems employing BLAST codes with the average power 1 dB per block. It is clear form the figure that the objective function is not convex or concave function of the attempted transmission rate R. However, the same figure suggest the existence of a unique maximum. We show that the objective function is a log-concave function and therefore the optimization problem has a unique maximum. For a K-block fading channel the optimization problem can be written as
where γi=HiHiH is the equivalent channel quality for the ith block. By taking the logarithm of the objective function J(R), we have
For all 1≦i≦K, define the random variables
Therefore, we can rewrite the log J(R) as
log J(R)=log R+log Prob(C<R)=log R+log FC(R) (30)
where FC(R) is the cumulative density function of C. To show that the objective function is log-concave we need to show that its logarithm is a concave function. Because log(R) is a concave function and the sum of two concave function is a concave function, it is enough to show that the cumulative density function of the channel FC(R) is a log-concave function.
Although the sum of log-concave functions is not necessarily log-concave, a very strong property of the log-concave function is that this property is preserved under integration for some cases, e.g., the convolution of two log-concave function is a log-concave function [?]. Therefore, because the random variable C is the sum of K random variables Ci, 0≦i≦K, its distribution is obtained through convolution and it will be log-concave if the distributions of Ci's are log-concave. This latter property is usually easier to check. For example, the distribution of the channel quality for a M×1 or a 1×N multiple antenna system follows a chi-squared distribution. Therefore, the cumulative distribution function of Ci can be written in term of the cumulative distribution of a chi-squared random variable and it can be readily verified through direct differentiation that this cumulative distribution function is a log-concave function.
Here, do not provide the direct analytical proof for the log-concavity of the cumulative density function of the instantaneous channel capacity for a general M×N multiple antenna systems over a single block fading channel. However, considering the Gaussian approximation of the instantaneous channel capacity of multi-antenna systems, and using the fact that the cumulative density function of a Gaussian distribution is log-concave, it is not hard to believe that FC(R) is log-concave.


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Mohamed Y. Rady (1) MD, PhD, FCCM;Joseph L. Verheijde(2), PhD, MBA;Joan McGregor (3), Ph.D.
From the Departments of (1)Critical Care Medicine, (2) Physical Medicine and Rehabilitation, Mayo Clinic Hospital, Mayo Clinic Arizona, Phoenix, Arizona; (3) Bioethics, Policy, and Law Program, School of Life Sciences and Department of Philosophy, Arizona State University, Tempe, Arizona.
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No arguing about the pronunciation.
Music and music discussion
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Hilarity ensues.
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Edith Eddy is the Executive Director of the Compton Foundation, a private foundation with assets of approximately $80 million. The Compton Foundation's grants are focused primarily in the areas of peace and security, population and reproductive health, and environment and sustainability. Edith Eddy holds a BA from Swarthmore College in Biology and a Masters in Education from Harvard University. For nine years prior to joining the Compton Foundation, Edith was a program officer at the David and Lucile Packard Foundation, where she directed the foundation's program on Children, Youth, and Families. She has served as chair of the Management Committee of the Environmental Grantmakers Association, and as founder and chair of that organization's "Philanthropy as Stewardship" initiative. She has served on the boards of the Stanford Public Interest Law Foundation and the Spring Foundation for Research on Women in Contemporary Society. Currently she is a board member of the National Wildlife Refuge Association and the Robert Brownlee Foundation for Environmental Education, and a member of the Advisory Board of the Center on Ecotourism and Sustainable Development. She is the Founder of the Funders Network on Population, Reproductive Health, and Rights, and one of the founders of the Peace and Security Funders Group. She participated in both the Earth Summit in Rio de Janeiro and the Fourth World Conference on Women in Beijing, and served as a member of the International Committee of the Council on Foundations from 1996-2000. Before entering the field of philanthropy, Edith was an instructor in Biology at Swarthmore College, where she also served as Assistant Dean of Admissions.
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What is the "avp.exe" ? Variant 399091
Our database contains 2473 different files for filename avp.exe but this page contains information about single file with specific attributes. If you want to see general information about the avp.exe then visit General Information Page . You can also check most distributed file variants with name avp.exe. This file belongs to product Kaspersky Anti-Virus and was developed by company Kaspersky Lab. This file has description Kaspersky Anti-Virus. Agregate rating is 5(5) stars - based on 1 reviews.This is executable file. You can find it running in Task Manager as the process avp.exe.
- Product:
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- Kaspersky Lab
- Description:
- Kaspersky Anti-Virus
- Version:
- 220.127.116.11
- a2b790f9a751f24f17967f9a5574186d
- d2493929f9906f6f8d0b2d2e909697538fa24d67
- 21ae87fd5bc85036cd47562a4a3f1adbb64befd2199ad3a5329578fab7b61f7a
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- 348760
- Directory:
- %PROGRAMFILES%\Kaspersky Lab\Kaspersky PURE
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Antivirus shields were enabled and have latest antivirus database.
|Antivirus Name
|Latest Toleration
|McAfee Anti-Virus and Anti-Spyware
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|2015-10-31 21:54:27
|Kaspersky CRYSTAL
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|avast! Antivirus
|2014-08-31 01:55:22
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|2014-01-14 06:31:36
|Kaspersky Anti-Virus
|2013-10-14 21:51:31
|AVG Internet Security 2013
|2013-07-17 10:24:12
|Microsoft Security Essentials
|2013-07-13 14:00:44
|Advanced SystemCare Ultimate
|2013-07-10 18:39:32
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57-year old Deena thought she had her life all figured out. Mother, wife, homebody. Until one night, she stumbles (literally) over her dead husband, who was poisoned by one of the supplements he was selling as part of a pyramid scheme. Cases like this almost always point to the spouse.
On top of that, Deena learns that she can't collect her husband's retirement money, so she has to take a retail job to pay off his debt. Life has certainly turned upside down for her. Then she gets the feeling that she's being watched. Was she next?
The town sheriff, an old high school crush, believes she's innocent and promises to catch the killer…but not without Deena's help.
Who could've killed Russell? A crooked businessman? An angry customer? A jealous lover?
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A good mystery! Easy to read and just as easy to get caught up in.
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text: tempobet tipobet Instagram Profiles Peoples Republic Of Cork Discussion Forums - View Single Post - car recommendations Thread: car recommendations View Single Post #4 16-12-2014, 09:50 AM D'oriel Join Date: Nov 2002 Location: Making Love To My Ego Posts: 28,486 Quote: Originally Posted by lance uppercut Long story short, my Corolla was written off. What car would ye recommend getting? Have about €8k to spend. I do about 150 miles a week. Was looking for diesels but a mechanic buddy of mine says when things go wrong with them they're very costly. Yup. Sister has a 5 year old Mondeo diesel. Engine effectively blew up. Cost her 6k. __________________ Quote: Originally Posted by Red Baron With luck you will be caught by the Isis lads next time you are out to save the world. D'oriel View Public Profile Find all posts by D'oriel


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This article is characterized as a theoretical and practical research related to a project developed during the year 2015 in two schools, one public and the other private, in the city of Birigui, State of São Paulo, Brazil. The main goal of the study was to analyze the pedagogical project and the teachers' activities orientedtowards the teaching and learning of argumentative and dissertation texts. The methodology used in this research comprised: (i) visiting both schools, (ii) producing a description of ongoing school practices, with special attention to the teaching of argumentative and dissertation texts, (iii) suggesting an activity to the teacher in order to improve this apprenticeship, (iv) implementing this activity and (v) analyzing obtained results. The theoretical framework used for this study was the Bakhtinian philosophy (BAKHTIN, 2013; 2006a; 2006b; 2006c; 2006d; 2010; 2013; VOLOSHINOV, 1986). This theoretical approach was chosen due to the importance of comprehension of the text not just as a set of words, phrases and paragraphs;but as a structure of significance, in which we encounter linguistic forms, ideologies and discursive stance. At last, the results show that the texts that were analyzed and produced during the carried out project supported in the students' development of argumentative skills, enhancing, this way, their capacity to argue and organize ideas in a formal communicative situation.
|Original language
|Pages (from-to)
|Number of pages
|Educacao tematica Digital
|Issue number
|Publication status
|Published - 11 Apr 2018
- Argumentative and dissertation text.
- Teaching
- Bakhtin's philosophy
- Portuguese language
- School
Cite this
Martins Costa, M. R., Farias Coelho, P. M., & Garcia Medina, I. (2018). The written production of argumentative and dissertation text: a didactic project based on Bakhtin's philosophy. Educacao tematica Digital, 20(2), 518-538. https://doi.org/10.20396/etd.v20i1.8647043


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Three daggers can be thrown rapidly by repeatedly tapping L2.


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Human adaptation to unknown and extreme environments requires changes in the psychological and physical homeostasis. We previously reported a significant decrease of anterior pituitary and adrenal hormonal levels and a significant modification of psychophysiological correlates of stress, such as galvanic skin response, after exposure to Antarctica, suggesting a possible decrease of individual arousal. The latter was hypothesized to be correlated with a modification of autonomic balance, mainly represented by a possible reduction of adrenergic output. The aim of the present study was to assess the patterns of hormonal circadian rhythms and the autonomic nervous system balance by means of spectral analysis of heart rate variability (HRV). These parameters were evaluated during 3 sessions (baseline, session 1 and session 2), before, at the beginning and after a 40-day stay in Antarctica (Station of Terra Nova Bay; average temperature in the study period: -11°C, 24 h of light, sea level). In each of the sessions, 6 healthy male subjects underwent a 24-h electrocardiogram and blood sampling (08.00, 12.00, 16.00, 20.00, 24.00 and 08.00 h) for hormonal determinations. The data showed a remarkable decrease of hormonal levels without significant changes in circadian rhythms. Spectral analysis of HRV showed an imbalance of the autonomic nervous system with a relative significant decrease of the low frequency band (0.1 Hz) in session 1 and 2 compared to baseline, which can be functionally interpreted as a relative decrement of the sympathetic component. In conclusion, the exposure to a cold and extreme environment seems to affect autonomic balance over a 40-day period. This is followed by a significant reduction of the anterior pituitary and adrenal hormonal secretory patterns with preserved hormonal circadian rhythms (within the same time period of 40 days). This pattern is suggestive of a trophotropic neurovegetative adaptive process. © 2003 Elsevier Science B.V. All rights reserved.
|Original language
|Pages (from-to)
|17 - 27
|Number of pages
|International Journal of Psychophysiology
|Issue number
|Publication status
|Published - 1 Jul 2003
|Externally published
All Science Journal Classification (ASJC) codes
- Neuroscience(all)
- Neuropsychology and Physiological Psychology
- Physiology (medical)
Cite this
Farrace, S., Ferrara, M., De Angelis, C., Trezza, R., Cenni, P., Peri, A., ... De Gennaro, L. (2003). Reduced sympathetic outflow and adrenal secretory activity during a 40-day stay in the Antarctic. International Journal of Psychophysiology, 49(1), 17 - 27. https://doi.org/10.1016/S0167-8760(03)00074-6


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text: OK, so I took a look at the GNOME "Disks" utility, which I was finally able to get to run without crashing, and as far as I can tell, it doesn't resolve my main complaint with the new F17 behavior. Yes, I can use the Disks utility to configure removable devices, e.g., my DVD drive, to mount on startup. But then it isn't going to mount in /run/media/$USER, because there's no user logged in yet. My concern, which I've explained repeatedly and I believe is quite legitimate despite all of the flak I've taken for it here, is that the behavior of a removable device that is already inserted when I log in should be exactly the same as the behavior of a removable device that I insert after logging in. As far as I can tell the Disks utility can't achieve that. If I'm wrong, please explain to me exactly how I should configure, e.g., my DVD drive in the Disks utility so that if there's a DVD in the drive when I log in, it will be mounted under /run/media/$USER automatically. (And, while you're at it, explain to me why this shouldn't be the default behavior, which I've yet to see anyone here explain, as far as I recall.) jik -------------- next part -------------- An HTML attachment was scrubbed... URL: <http://lists.fedoraproject.org/pipermail/test/attachments/20120418/707e68dc/attachment.html>


text:
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See all archived SF IT Wyncode articles
See all articles from this issue


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Popular passages
Page 90 - Paled in by many a lofty hill, The narrow dale lay smooth and still, And, down its verdant bosom led, A winding brooklet found its bed.
Page 32 - Here hills and vales, the woodland and the plain, Here earth and water seem to strive again; Not chaos-like together crushed and bruised, But, as the world, harmoniously confused: Where order in variety we see, And where, though all things differ, all agree.
Page 40 - But here, - above, around, below, On mountain or in glen, Nor tree, nor shrub, nor plant, nor flower, Nor aught of vegetative power, The weary eye may ken. For all is rocks at random thrown, Black waves, bare crags, and banks of stone, As if were here denied The summer sun, the spring's sweet dew, That clothe with many a varied hue The bleakest mountain-side.
Page 41 - Beneath our feet, a little lowly vale, A lowly vale, and yet uplifted high Among the mountains ; even as if the spot Had been from eldest time by wish of theirs So placed, to be shut out from all the world!
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Page 168 - ART of BREWING on SCIENTIFIC PRINCIPLES. Adapted to the Use of Brewers and Private Families; with the value and :importance of Ute Saccl'arometer.
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Page 54 - There's nothing left to fancy's guess, You see that all is loneliness : And silence aids � though the steep hills Send to the lake a thousand rills ; In summer tide, so soft they weep, The sound but lulls the ear asleep ; Your horse's hoof-tread sounds too rude, So stilly is the solitude.
Page 10 - Edition. To which is added, a Sketch of the Life of the Author, and a Father's Advice to his Son.


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Lealia Legendre January 9, 2020 Bathtub
The name of Roman tub originates from Rome, nothing extra is hidden behind this name. This type of tub is unique due to faucet mounting. Faucets aren't installed on the side of the bath but attached to the deck. One more distinguishing feature is that Roman bathtubs are usually larger than traditional ones you can find in most American homes. So there's enough place for two, especially if you want a long relaxing soak after hard working week.
The reason why many people choose corner-fit tubs is that they apparently save space. There is a good reason to use the word 'apparently'-corner tubs 'swallow' a lot of your floor space; and they are much more beautiful than functional. Still, why not using those two magnificent corner windows in your bathroom; and installing a corner tub from where you could enjoy a breathtaking view?
Technology fans could really appreciate a whirlpool tub: this luxurious and sophisticated utility has a jet and a water motor installed, which helps water rotate on relaxation/massage modes. As you can imagine, they are much more expensive than regular tubs; and are used for commercial purposes (residential places and spas), rather than private homes.
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Composite tub materials are in fact the American Standard's Americas products and Bootzcast (Bootz industries). These composite materials are specially engineered to form the backing of a tub, whose surface is afterwards enameled to look glossy and smooth. The reason why these materials are being produced is to provide the same durability and heat retention as iron, without making the tub too heavy. Most of the time, composite tubes weight 1/3 of their cast iron counterparts, which is something you should remember if moving some time soon.
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Find latest career vacancies and opportunities at Domino
Our primary concern is to protect the health of our employees, their loved ones, and also that of our customers.We are also focused on ensuring continuity of service and consumable supplies to you.Faced with the expansion of the Covid-19 pandemic, in recent weeks we have activated our business continuity plan in the event of a crisis. It has evolved with circumstances and the uniqueness of this situation. Today, all of our customer support resources are available to answer your calls and deal with your requests. Telephone calls and electronic communications will be answered as normal.Below is a summary of various areas we are adapting, and available to you to maximise supply and service for your Domino equipment.Supply of ConsumablesOur Domino consumable factory located in Liverpool will continue production at optimum levels to ensure continued supply for customer orders in the UK.You can purchase orders quickly and easily on www.buydomino.com or email email@example.com or telephone 01954 782056 opt 1. Field-based Technical SupportIf you need a service engineer to visit your site on the recommendation of our technical support team, we will be prioritising our field resources for business critical calls. This may result in postponing non-urgent activities to ensure our engineers are available to keep your lines running as normal.Contact us using email email@example.com or telephone 01954 782828.
For Digital Printing technology users (N-Series press, K-Series, Bitjets for example) please contact 01954 785 583.Technical Support TeamDomino provides 24/7, 365 telephone support, manned by a team of product specialists. These specialists are standing by to provide extended support so we can resolve issues remotely and provide you with the knowledge they need to maintain expected OEE levels.Contact us using email firstname.lastname@example.com or telephone 01954 782828
For Digital Printing technology users (N-Series press, K-Series, Bitjets for example) please contact 01954 785 583.
Spare Printer Availability
Dependent on availability, we may be in a position to offer units, enabling you to have internal redundancy of your printing equipment in the event of increased productivity.
For general questions or more information on support during these challenging times for everyone, please contact the UK Sales & Service team via email@example.com or call +44 1954 782 056.Kind regards,Luigi PistilliGeneral ManagerDomino UK Ltd
07 May - 13 May
18 Feb 2020
04 Feb 2020
Contact us about our innovative and award-winning printing and marking solutions.


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3425 51 Street, Camrose
Bi-Level Detached Single Family for Sale
- Price: $419,900
- Bedrooms: 3
- Bathrooms: 3(full) 0(half)
- Status: Active
- Year Built: 2014
Attractive Zetsen Mater Built Bi-Level, nestled nicely in the desirable community of Creekview. Beautifully designed with xxxx sq with 3 bed + den, 3 baths & over sized double attached garage. Impressive open concept with well functioning modern kitchen with quartz counter tops, centre island & corner pantry. Adjacent is a dining area and sizable living room over looking the back yard with tiered deck, hot tub and green space. Completing the main floor is 2 good size bedrooms and a 4pc bath. Up a few short steps to your Master-suite complete with large walk-in closet and magnificent 5pc ensuite. with infloor heating. There is a spacious foyer to great family & guests, and a NEWLY finished basement with den, 3 piece bath/laundry & large living space. Steps from Creekview Park and River Valley for viewing wildlife through paved walking paths.
Contact Elisse Moreno About MLS® E4190547
Elisse Moreno, 1.587.400.SOLD (7653) at Elisse Moreno & Caitlin Heine (REALTORS® with RE/MAX Real Estate), 10805 120 Street, Edmonton, Alberta, T5H-3P9
property information
- Property Type: Detached Single Family
- Style: Bi-Level
- Year Built: 2014
- Total Floor Area: 1,292 sq.ft
Community Information
- Address: 3425 51 Street
- Neighbourhood: Camrose
- City: Camrose
- Postal Code: T4V 5J2
- Included: Dishwasher-Built-In, Dishwasher-Portable, Dryer, Garage Control, Garage Opener, Microwave Hood Fan, Refrigerator, Stove-Electric, Washer
- Bedrooms: 3 (Bedrooms Above: 3)
- Bathrooms: Full: 3
- Rooms Above Grade: 6
- Basement: Full, Fully Finished
- Floor Finish: Carpet, Hardwood, Linoleum
- Exterior Features: Landscaped
- Exterior Finish: Vinyl
- Foundation: Concrete
- Roof: Asphalt Shingles
- Front Exposure: West
services & amenities
- Parking: Double Garage Attached
- Heating: Y
Registration Benefits
By Creating an Account You'll Access:
- More Camrose Listings Browse through every listing in the MLS® System and do as many different searches as you like!
- Days on Market & Financial Info See protected details including Days on Market, Taxes, Condo Fees, Possession Dates, and more!
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Aumiller pins four at PJW States
From staff reports
LEWISTOWN — Three Mifflin County wrestlers competed at the Pennsylvania Junior High State Championships, with Blake Aumiller securing a fifth-place finish at the 2020 championships.
Aumiller (117 pounds) went 6-2 defeating Pine Richland's Maclane Miller by fall in just 28 seconds for the fifth-place medal. Aumiller recorded four pins in the tournament. He defeated Jacob Zeiser of General McLane, Andrew Wolfanger of St. Marys, Chris Cibrone of Peters Townships, Nate Campbell of Norwin, Clayton Koser of Lower Dauphin and Miller of Pine Richland.
Parker Kearns (132) went 2-2, defeating Ryder Gehris of Boyertown and Story Buchanan of Girard. Colby Seiler (102) also went 2-2, defeating Noah Hinkel of Donegal and Evan Gill of Norwin.


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Fener Ada (literally "Lighthouse island") is part of the Foça Islands group. It holds one of the beaches in the Aegean Sea.
Coordinates: 38°17′33″N 26°11′42″E / 38.29250°N 26.19500°E / 38.29250; 26.19500Template:İzmir-geo-stub


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HostGator has great shared plans ready for every individual, as well as exclusive WordPress packages. By being one of the leading hosting companies in the world, HostGator gives you a lot for your buck. Picking the cheapest option, their Basic shared plan is a flexible web hosting solution for a personal website. Like with every other plan, you get a free website builder, zero-cost page transfer and $200 marketing budget. You can use the latter with Google and Bing for a quick boost.
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To celebrate the launch of The Lost Heir 3: Demon War, we're also announcing that two of Mike's other games in our Hosted Games program, Life of a Wizard and Life of a Mobster are out now on Steam! Write an archmage's autobiography in this 80-year 130,000-word interactive fiction. Play good or evil, man or woman, as you bring peace to the kingdom or take over the world with your sorcery. Brew potions, raise the dead, summon mythical beasts, control men's minds, and blast away your enemies. Life of a Wizard is an epic interactive novel by Mike Walter where
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Shared hosting with Hostwinds has unlimited bandwidth and disk space. And this goes for all three of their packages, Basic, Advanced and Ultimate. That is why they are naming it Shared Unlimited Web Hosting. What all three plans offer is also a free dedicated IP address which not all hosting companies do. At least not in every plan they have in their portfolio. Hostwinds is definitely very unique in this regard. But there are other things they excel at, too. Like for example, the speed they offer you is lightning fast and support team amiable and trustworthy. Their tech support is at your service throughout the entire day.
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It shouldn't come as any surprise that, like other web host providers, A2 Hosting's unlimited plans aren't actually unlimited. It expect you to use its service like "similarly situated customers." This is like being on a highway. If everyone is going a few miles above the speed limit, you're probably okay, but if you're barreling down the fast lane past everyone else, you're probably going to be asked to slow down.
This is Part 2 of a 3-part series of posts about First Year Demons. In the first part, I talked about games in education, and why ChoiceScript games can be a good method for teaching about culture. In this part, I'll talk about how we decided on the setting and story for First Year Demons. Choosing a Culture and Story The people who would be playing these games to learn the information contained in them would primarily be university students in the US and Canada. Therefore, we took North American culture as our "home" culture. We decided that the contrast
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SiteGround is one of the few top hosting brands that's not been acquired by Endurance International Group, a leading web hosting company. They're one of the few companies offering location-specific hosting with 3 data centers in the USA, Europe, and Singapore. That means, based on your user base, you can choose the most optimal data center for your site when setting up a hosting account.
Looking at managing multiple websites? You can register Canadian domain names in any number with 4GoodHosting and we'll be able to advise you on the availability of any of them without delay. For businesses it makes sense to incorporate the business name as your domain name, but for other types of websites it may be necessary to create and buy domain names that best and most clearly represents the nature of the website. We are a service-plus Canadian domain registrar, and would be happy to advise you in this regard as well.
A domain name is a website address made of a website name, followed by a dot, then an extension like .com (fitsmallbusiness.com, for example). You can receive a free domain by buying web hosting packages that include them or via domain name registrars offering little-known extensions like .tk. Paid domains offer extensions that lends to greater business credibility like .com or .net domains.
If you've ever been worried about the tremendous amount of power large data centers consume, you might want to sign up with Green Geeks. The "green" in the company's name reflects the Green Geeks' commitment to the environment. It purchases three times the energy it actually uses in wind energy credits, essentially putting energy back into the economy. The company does this through a form of renewable energy certificates, which, while a bit complicated, means that it's not just energy neutral, i's actually helping fuel the green energy economy.
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I recommend the OP remove 1 & 1 from this as well. I had a nearly similar experience with them, and I didn't even use them for web hosting. While you are right in what happens with expiration, it is worth noting that 1&1 makes it as difficult as possible to transfer and *will* keep your domain after it expires. Once you're in, you're stuck and you're at their mercy.
BigCommerce is a bit different from our other hosting plans in that it's a SaaS (software-as-a-service) provider instead of an IaaS (infrastructure-as-a-service) provider. In other words, rather than renting space on a virtual machine where you setup and configure your own site, BigCommerce provides you with an app you login to that creates and online store.


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អឹផាតមិុនសម្រាប់ជួល ក្នុង ជ្រោយចង្វារ
Chroy Changvar | $ 800 USD, ជ្រោយចង្វារ, ជ្រោយចង្វារ, ភ្នំពេញ
1 Bedroom Apartment On 17th Floor For Rent @Bali 3
1 Bedroom Apartment on 17th floor is now available for rent located in Chroy Changvar area near Norton University. The unit come with an open layout with one good decoration bed room, an open-plan living room, one kitchen, one good-sized bathroom and one private balcony. This area is close to close to Cafe shops, Restaurants, School and hospital, especially the best panoramic view in Phnom Penh.
Property Details:
Fully furnished and well equipped
Open-plan kitchen (stove, kitchen hood, and fridge)
Dining table set
Living room with sofa set
Nice bedroom with sizeable bathroom
24-hour security
Rent includes:
24-hour security
Management fee
Using Facilities
Rent excludes:
Electricity : $0.23/kwh
Water Supply: $0.45/m3
Lease terms from 6-12 months with 1 month deposit.
*Pets are not allowed.


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General Statement of Job
To interact with future, current, and former students in a call center environment by responding to inquiries and concerns about Austin Community College (ACC) services and procedures in order to help ensure success for college, continuing education, and adult education students.
Description of Duties and Tasks
Essential duties and responsibilities include the following. Other duties may be assigned.
Deals directly with customers either by telephone, electronic email, or live chat.
Promptly answers questions (or refers questions when necessary) pertaining to Admissions, Financial Aid, Cashier, Distance Learning, Registration, Adult Education, Continuing Education, Early College Start, ACC Identification Numbers, ACC email, and various student resources within and outside of ACC.
Appropriately identifies and coordinates second level requests when special access is required to resolve customer inquiries.
Adheres to Family Educational Right to Privacy Act (FERPA) and other federal and state regulations regarding privacy.
Provides feedback on policies and procedures for helpline use and training.
Communicates and coordinates with internal departments.
Must possess required knowledge and be able to explain and demonstrate, with or without reasonable accommodations, that the essential functions of the job can be performed.
Customer service principles and practices.
Call center practices, standards, and protocols in regard to phone, email, and tablets.
Computer applications including Windows, Mac, browsers, smart phones, and tablets.
Must possess required skills and be able to explain and demonstrate, with or without reasonable accommodations, that the essential functions of the job can be performed.
Maintaining an established work schedule.
Effectively using listening skills.
Drafting effective written communications.
Multitasking using phone, chat, and email concurrently and dealing with high volume of calls and interruptions.
Showing initiative and being able to quickly adapt to changes.
Effectively using interpersonal and communications skills including tact and diplomacy.
Effectively using organizational and planning skills with attention to detail and follow-through.
Establishing and maintaining effective collegewide working relationships.
Maintaining confidentiality of work-related information and materials.
Technology Skills
Demonstrated proficiency using standard office software applications.
Use a multi-line hard and/or soft phone.
Keyboarding skills with emphasis on speed and accuracy.
Able to navigate multiple operating systems and brows and able to cross reference across multiple databases and resource materials.
Required Work Experience
One year related work experience.
Preferred Work Experience
One year work experience in a Help Center/Customer Service Support role.
Required Education
High school diploma or educational equivalent.
Preferred Education
Associate degree.
Other Preferred Qualifications
Working knowledge of Google Mail.
Working knowledge of any or all of the following college oriented areas: Admissions, Financial Aid, Cashier, Distance Learning, Registration, Adult Education, and Continuing Education, Early College Start, and Student Resources.
Bilingual in English/Spanish.
Physical Requirements
Work is routinely performed in office environments.
Subject to standing, walking, sitting, bending, reaching, kneeling, pushing, and pulling.
Occasional lifting of objects up to 10 pounds.
Work safely and follow safety rules. Report unsafe working conditions and behavior. Take reasonable and prudent actions to prevent others from engaging in unsafe practices.
ACC Benefits Overview
Full-time Faculty and Staffing Table employees who work in full-time and/or part-time positions at the College are eligible for ACC medical benefits effective the first of the month after their first 60 days of employment. Benefits include medical, dental, life insurance, short and long term disability, retirement plans and AD&D.
ACC does not participate in Social Security. ACC participates in the Teacher Retirement System of Texas (TRS) and the Optional Retirement Program (ORP-Faculty Only). Part-time and Hourly employees participate in the ACC Money Purchase Plan (ACCMPP) as a retirement program required by Federal law.
The above description is an overview of the job. It is not intended to be an all-inclusive list of duties and responsibilities of the job, nor is it intended to be an all-inclusive list of the skills and abilities required to do the job. Duties and responsibilities may change with business needs. ACC reserves the right to add, change, amend, or delete portions of this job description at any time, with or without notice. Employees may be required to perform other duties as requested, directed, or assigned. In addition, reasonable accommodations may be made by ACC as its discretion to enable individuals with disabilities to perform the essential functions.
Austin Community College provides equal employment opportunities (EEO) to all employees and applicants for employment without regard to race, color, religion, sex, national origin, age, disability or genetics.
As required by the US Department of Education, employees are required to report violations under the Title IX and, under the Jeanne Clery Disclosure of Campus Security Policy and Crime Statistics Act (Clery Act), select individuals are required to report crimes. If this position is identified as a Campus Security Authority (Clery Act), you will be notified, trained, and provided resources for reporting.
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