Supersymmetric Microscopic Theory of the Standard Model
  We promote the microscopic theory of standard model (MSM, hep-ph/0007077) into supersymmetric framework in order to solve its technical aspects of vacuum zero point energy and hierarchy problems, and attempt, further, to develop its realistic viable minimal SUSY extension. Among other things that - the MSM provides a natural unification of geometry and the field theory, has clarified the physical conditions in which the geometry and particles come into being, in microscopic sense enables an insight to key problems of particle phenomenology and answers to some of its nagging questions - a present approach also leads to quite a new realization of the SUSY yielding a physically realistic particle spectrum. It stems from the special subquark algebra, from which the nilpotent supercharge operators are derived. The resulting theory makes plausible following testable implications for the current experiments at LEP2, at the Tevatron and at LHC drastically different from those of the conventional MSSM models: 1. All the sparticles and Higgs bosons never could emerge in spacetime continuum, thus, they cannot be discovered in these experiments nor at any energy range. 2. For each of the three SM families of quarks and leptons there are corresponding heavy family partners with the same quantum numbers lying far above the electroweak scale, respectively, at the energy threshold values: $E_{1}>(419.6 \pm 12.0)GeV, \quad E_{2}= (457.6 \pm 13.2)GeV$ and $E_{3}=(521.4 \pm 15.0)GeV.$ 
G.T.Ter-Kazarian (BAO, Armenia)