Application of the fourfold tables method for analysis of dynamics of social systems

The problem of comparison of statistics expressed in quantitative scale, when the use of all possibilities of statistical analysis is methodologically limited is discussed. The model of analysis of the dynamics in short time series, including that with barely discernible levels, using standardized fourfold table in terms of linguistic variable is considered. Such approach allows building the mapping of statistical point indexes from quantitative scale to order (rank) scale, and forming groups according the studied parameter with a given discrepancy level - weak, significant, strong and absolute

Elastic Nd scattering at intermediate energies as a tool for probing the short-range deuteron structure

A calculation of the deuteron polarization observables $A^d_y$, $A_{yy}$, $A_{xx}$, $A_{xz}$ and the differential cross-section for elastic nucleon-deuteron scattering at incident deuteron energies 270 and 880 MeV in lab is presented. A comparison of the calculations with two different deuteron wave-functions derived from the Bonn-CD $NN$-potential model and the dressed bag quark model is carried out. A model-independent approach, based on an optical potential framework, is used in which a nucleon-nucleon $T$-matrix is assumed to be local and taken on the energy shell, but still depends on the internal nucleon momentum in a deuteron.Comment: 15 pages, 4 figure

Application of the fourfold tables method for analysis of dynamics of social systems

The problem of comparison of statistics expressed in quantitative scale, when the use of all possibilities of statistical analysis is methodologically limited is discussed. The model of analysis of the dynamics in short time series, including that with barely discernible levels, using standardized fourfold table in terms of linguistic variable is considered. Such approach allows building the mapping of statistical point indexes from quantitative scale to order (rank) scale, and forming groups according the studied parameter with a given discrepancy level - weak, significant, strong and absolute