Geodesic

Studies in mathematical statistics. Part V

Asymptotic behavior of the log-likelihood function when the spectral function has polynomial zeros
p. 5-21
Fisher's method of scoring in the problem at estimating a~frequency
p. 22-44
On the convergence rate for sums of induced order statistics to the normal law
p. 45-56
On the rank of necessary and sufficient statistics for a~sample of multivariate distributions
p. 57-71
More on the estimation of distribution densities
p. 72-88
An the asymptotic regularity of the family of measures, corresponding to a~Gaussian random process wich contains a~white noise component for a~parametric family of spectral densities
p. 89-110
An estimator of a~distance between distributions in terms of a~distance between their characteristic functions in finite interval
p. 111-118
Characterization of distributions by the property of local asymptotic optimality of test statistics
p. 119-133
On one application of the model of two-way analysis of variance without interaction
p. 134-153
On probabilities of large and moderate deviations for maximum likelihood estimates
p. 154-169
Asymptotic study of statistical estimates based on samples censored by the central and intermediate terms of a~variational series
p. 170-187
On random arcs on the circle
p. 188-192