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JOURNALS // Zapiski Nauchnykh Seminarov POMI // Archive

1980, Volume 97

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Problems of the theory of probability distributions. Part VI


Preface
2
On narrow domains of the integral normal convergence
N. N. Amosova
6
Analogues of the Kesten inequality for concentration functions and their improvments
S. M. Anan'evskij
15
Asymptotic behaviour of the Teoplitz determinant
M. S. Ginovyan
22
The invariance principle for functions of stationary Gaussian variables
V. V. Gorodestkii
32
Le principe local d'invariance. I
Yu. A. Davydov
45
Theorems limites locaux pour les fonctionnelles du type supremum dans le cas arithmetique
Yu. A. Davydov
51
On a sufficient statistics for families of distributions with variable support of density. I
M. S. Ermakov
62
The estimation of proximity of distribution of sequential sums of independent identically distributed random vectors
A. Yu. Zaitsev
83
Asymptotic bounds on the quality of the nonparametric regression estimation in $\mathscr L_p$
I. A. Ibragimov, R. Z. Khas'minskii
88
The spectral measure of transition operator and harmonic functions, connected with the random walks on discrete groups
V. A. Kaimanovich
102
On the occupation times of Gaussian stationary processes
M. A. Lifshits
110
On asymptotic behaviour of arithmetical processes
N. N. Ljashenko
127
Large deviations for sample quantiles
V. B. Nevzorov
144
Large deviations and asymptotic efficiency of integral type statistics. II
Ya. Yu. Nikitin
151
The test for rejection of outlying observation in the multivariate normal case
M. S. Nikulin
176
On the series of H. Cramer
L. V. Osipov
181
On the law of the iterated logarithm for sequences of dependent random variables
V. V. Petrov
186
Approximation of a reproducing kernel
V. N. Solev
195
On the limit “in large” distributions of linear functionals over a random process of the second order
V. N. Sudakov
199
Additive functionals and a time change which preserves the semi-Markov property of a process
B. P. Harlamov
203
On existence and uniqueness of solution of Cauchy problem for equations of discrete manydimensional chiral fields assuming their values on unit sphere
B. I. Shubov
217


© Steklov Math. Inst. of RAS, 2025