Geodesic

Tome 17 (1972) no. 3

Sommaire

Convergence and limit theorems for subsequences of random variables
p. 401-423
On the limiting distribution classes for sums of a~random number of independent identically distributed random variables
p. 424-438
Random mappings with bounded multiplicity
p. 440-449
Limit theorems for Markov random sets
p. 450-457
Continuity theorems for multichannel systems with refusals
p. 458-467
Asymptotical behavior of some statistical estimators in the smooth case. I.~Study of the likelihood ratio
p. 469-486
On some classes of transformations preserving the Gaussian measure
p. 487-495
Semi-Markovian decisions in a~problem of optimal checking procedure for an unreliable queuing systemt
p. 496-517
On estimation of the error of Monte-Carlo technique caused by imperfections of the distribution of random numbers
p. 518-533
Yurii Vladimirovich Linnik (obituary)
The action functional for a~class of stochastic processes
p. 536-541
Theorems on the action functional for Gaussian random functions
p. 542-545
Notes on problems relating to vector valued weakly stationary stochastic processes
p. 545-549
The first problem of diffusion on differentiable manifolds
p. 549-557
On conditional brownian motions with oblique reflection, which correspond to inaccessible singular points
p. 557-563
An estimate of the convergence rate in a~renewal theorem for random variables defined on a~Markov chain
p. 563-573
On estimating functions of the mean
p. 573-577
Construction of $D$-optimal weighing designs with the minimal number of observations
p. 578-582
On convergence of semi-markov processes of multiplication with drift to a~diffusion process
p. 583-588
Notes on inequalities for sums of independent variables
p. 588-590
Summary of Papers Presented at the Sessions of the Seminar in Probability Theory and Mathematical Statistics at the Mathematical Institute of the Academy of Sciences of the USSR, 1972
p. 591-603
Book review: М.~Rosenblatt ``Markovprocesses. Structure and asymptotic behavior''
p. 603-605
New Books
p. 605-606