Geodesic

Tome 14 (1969) no. 3

Sommaire

Combinatorial algebra and random graphs
p. 393-420
On the joint distribution of a~process with stationary increments and its maximum
p. 421-430
Transformations of joint distributions of random variables connected with fluctuations of a process with independent increments
p. 431-444
The behaviour of co-exceseive functions near the Martin boundary.~II
p. 445-451
О номерах поколений в ветвящемся процессе с произвольным множеством типов частиц
p. 452-467
On asymptotic expansions of the distribution function of the sum of independent lattice random variables
p. 468-475
On the limiting behaviour of extreme order statistics in polynomial scheme
p. 476-487
On statistical stability of a~traffic flow at a~cross-road controlled by a~feed-back automaton
p. 488-498
Asymptotic expansions of the distribution functions of the sums of independent equally distributed lattice random vectors
p. 499-507
An asymptotic expansion of the product of the multidimensional characteristic functions
p. 508-511
On the law of iterated logarithm for shtrongly multiplicative systems
p. 511-516
On optimal control of a~non-stopped diffusion process with reflection
p. 516-522
A~note on degenerate diffusion processes
p. 522-526
On admissible translations of weighted Gaussian measures
p. 527-531
Some questions of spectral theory of homogeneous and isotropic fields
p. 531-540
On the joint distribution of frequences of long $s$-tuples in multinomial scheme with equiprobable events
p. 540-546
On stochastic approximation processes with infinite variance
p. 546-551
On some estimates of a~multivariate normal distribution
p. 552-554
A~remark to a~theorem due to W.~Feller
p. 554-555
Summaries of papers presented at the sessions of the probability and statistics section of the Moscow Mathematical Society (February--December~1968)
p. 556-560
Letter to the editor
Book review: ``Advanced Seminar on Spectral Analysis of Time Series'' ed.\ B.~Harris.
p. 562-587
Book review: G. V. Emel'yanov, V. P. Skitovich “Book of exercises in probability theory and mathematical statistics”
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