Author Description

Algabra of vectors and matrices. Therory of distributions. The theory of linear estimation and testes of hypotheses. The general theory of estimation and the method of maximum likelihood. Large sample tests of hypotheses with applications to problems of estimation. Tests of homogeneity of variances and correlations. Tests of significance in multivariate analysis. Statistical inference applield to classificatory problems. The concept pf distance and the problem of group constellations.