Geodesic

Probability and statistics. Part 30

Sommaire

Yakov Yurievich Nikitin
p. 5-7
On constants in the Kolmogorov–Rogozin and Kesten inequalities in a Hilbert space
p. 8-23
Distributions and characterizations associated with a random walk
p. 24-35
Distributions of functionals of local time of a skew Brownian motion with discontinuous drift
p. 36-51
Some variations on the extremal index
p. 52-77
Estimating the amount of sparsity in two-point mixture models
p. 78-101
Totally ordered conditional independence models
p. 102-117
Convergence to infinite-dimensional compound Poisson distributions on convex polyhedra
p. 118-125
Grassmann angles and absorption probabilities of Gaussian convex hulls
p. 126-148
Limit theorems for “random flights”
p. 149-159
Chi-squared test for testing of homogeneity
p. 160-180
Characterization of probability distributions by the properties of linear forms with random coefficients
p. 181-193
One-sided selfish parking
p. 194-202
Bahadur efficiency of EDF based normality tests when parameters are estimated
p. 203-217
On the available local asymptotic efficiency of some goodness-of-fit criteria
p. 218-235
$L_2$-small ball asymptotics for a family of finite-dimensional perturbations of Gaussian functions
p. 236-258
On the convergence rate in “the exact asymptotics” for random variables with a stable distribution
p. 259-275
Extremal random beta polytopes
p. 276-301
Bahadur efficiencies of the Epps–Pulley test for normality
p. 302-314
On spectral properties of stationary random processes connected by a special random time change
p. 315-334