Geodesic

Investigations in the theory of probability distributions. Part IV

On probabilities of moderate deviations
p. 6-16
Limit theorems for sums of independent random variables defined on non-recurrent random walk
p. 17-29
On the independence of subalgebras and decompositions
p. 30-38
La convergence forte et des th\'eor\`emes locaux pour les r\'epartitions des fonctionnelles du type de supremum
p. 39-45
The probability distributions of the Kolmogorov and~$\omega^2$ statistics for continuous distributions with shift and location parameters
p. 46-74
On a~hitting probability of Gaussian random vector into a~small ball in a~Hilbert space
p. 75-93
A~generalization of Marcinkiewich's theorem on integer characteristic functions of probability distributions
p. 94-103
Local time for functions and Gaussian processes
p. 104-112
On limit theorems for sums of independent compact random subsets of Euclidean space
p. 113-128
On the optimal choise of the moments, of observation in a~problem of distinguishing of stochastic processes
p. 129-136
Large deviations in a~linear model with nuisance parameters
p. 137-157
An exponential criterion for the law of the iterated logarithm
p. 158-168
On the maximum of cumulative sums for the Cauchy distribution
p. 169-174
Large deviations and asymptotic efficiency of integral type statistics.~I
p. 175-187
A~limit theorem for sums of independent non-identically distributed random variables
p. 188-192
Weak stability of I.~Marcinkievicz's theorem and some inequalities for characteristic functions
p. 193-196
A~remark on the convergence in the limit theorem for distributions of random functionals
p. 197-206
Construction of a~Markov, space homogeneous, non-death process from hitting distributions
p. 207-224
Asymptotic behavior of the partial sum of the series of large deviations probabilities
p. 225-236