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Contents  
• Yakov Yurievich Nikitin ....... 5
• Ananjevskii S. M. On constants in the Kolmogorov-Rogozin and Kesten inequalities in a Hilbert space ....... 8
• Ahsanullah M., Nevzorov V. B., Stepanov A. V. Distributions and characterizations associated with a random walk ....... 24
• Borodin A. N. Distributions of functionals of local time of a skew Brownian motion with discontinuous drift ....... 36
• Buritic\'a G., Meyer N., Mikosch T., Wintenberger O. Some variations on the extremal index ....... 52
• Wang Yibo, Stepanova N. A. Estimating the amount of sparsity in two-point mixture models ....... 78
• Gauraha N., von Rosen D. Totally ordered conditional independence models ....... 102
• G\"otze F., Zaitsev A. Yu. Convergence to infinite-dimensional compound Poisson distributions on convex polyhedra. ....... 118
• G\"otze F., Kabluchko Z., Zaporozhets D. Grassmann angles and absorption probabilities of Gaussian convex hulls ....... 126
• Davydov Yu. A. Limit theorems for ``random flights'' ....... 149
• Ermakov M. S. Chi-squared test for testing of homogeneity ....... 160
• Klebanov L. B. Characterization of probability distributions by the properties of linear forms with random coefficients ....... 181
• Kryukov N. A. One-sided selfish parking ....... 194
• Milo\v sevi\'c B., Nikitin Ya. Yu., Obradovi\'c M. Bahadur efficiency of EDF based normality tests when parameters are estimated ....... 203
• Nazarov A. I., Tchirina A. V. On the available local asymptotic efficiency of some goodness-of-fit criteria. ....... 218
• Petrova Yu. P. $L_2$-small ball asymptotics for a family of finite-dimensional perturbations of Gaussian functions ....... 236
• Rozovsky L. V. On the convergence rate in ``the exact asymptotics'' for random variables with a stable distribution ....... 259
• Simarova E. N. Extremal random beta polytopes ....... 276
• Ebner B., Henze N. Bahadur efficiencies of the Epps--Pulley test for normality ....... 302
• Yakubovich Y. V., Rusakov O. V. On spectral properties of stationary random processes connected by a special random time change. ....... 315
• Reviews ....... 335

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• Paging 343 pp.

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