SYSTEMS OF CALCULATED AND MODELED DISPERSIONS.
Authors: S. U. Zhanatauov ; R.B. Seitkamzina
Number of views: 85
The article analyzes 2 systems (U44,4,(((v)44,V44,4)), (V44,4, ((u)44,U44,4,U44,4)) modeling valid u- and v - variables. The analysis of the system of calculated and simulated valid u-, v-variables in the IM RCVA is carried out. The random variances in pairs of simulated random matrices (((v)44,V44,4,), (((u)44,U44,4) are considered, simulated in the IM RCVA, in the presence of 10 indicators of the extracted knowledge in 5 columns of matrices (?+pp,B+pp) and indicators of extracted knowledge. The control of the values ??of random variances (valid u-variables, v-variables from 2 classes, the calculated variances and the simulated ones were carried out only for the class “highest variance.” A fact characteristic of the IM RCVA was established: since 2 matrices A+54, and B+44 and the indicators in them are modeled according to the values ??of real and standardized (their variances are equal to 1) z-variables, increase the number of m values ??of variability (zi1,…,,zi9),, i = 1,…, m.