Geodesic

Tome 66 (2021) no. 3

Sommaire

On the distribution of the last exit time over a~slowly growing linear boundary for a~Gaussian process
p. 419-432
On tests for distinguishing distribution tails
p. 433-453
An alternative method of the proof of the ergodic theorem for general Markov chains
p. 454-467
Limit distributions of the number of vertices of a~given degree in a~configuration graph with bounded number of edges
p. 468-486
Characterizing statistics and their applications
p. 487-507
An exponential inequality for $U$-statistics of i.i.d.\ data
p. 508-533
Matching the distributions of the marginals and the sums for the Meixner class
p. 534-551
A~maximal theorem of Hardy--Littlewood type for pairwise i.i.d.\ random variables and the law of large numbers
p. 552-564
Some asymptotic properties between smooth empirical and quantile processes for dependent random variables
p. 565-580
On pathwise uniqueness of solutions for multidimensional McKean--Vlasov equation
p. 581-588
Local limit theorems for compound discrete distributions
p. 589-600
On the maximum entropy of a~sum of independent discrete random variables
p. 601-609
On relations for moments of the normal $k$th record values and a~characterization
p. 610-618
In memory of V.~V.~Senatov (03.10.1951\,--\,06.22.2021)
p. 619-620