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Contents  
• Ananjevskii S. M., Nevzorov V. B. On groups and series of successes in Bernoulli sequences of random variables ....... 5
• Baiteev R. I. Probabilistic representation of the Cauchy problem solution for the discrete nonstationary Schr\"odinger equation ....... 16
• Bolotin A. S. On the number of intersection points of random hyperplanes inside a convex body ....... 28
• Borodin A. N. Local time of reflecting Brownian motion ....... 40
• Borodin A. N. Distribution of functionals of branching diffusion process ....... 61
• Ermakov M. S. Bahadur asymptotic efficiency in the zone of moderate deviation probabilities ....... 72
• Zaitsev A. Yu. Transport distance estimates in the Central Limit Theorem ....... 94
• Zaporozhets D. N., Moseeva T. D. Monotonicity of expected volumes of random polytopes ....... 116
• Zaporozhets D. N., Simarova E. N. Limit theorems for random polytopes generated by heavy-tailed distributions ....... 130
• Zonova Ya. S., Nazarov A. I. On sharp $L_2$-small ball asymptotics for a family of Durbin processes ....... 154
• Ibragimov I. A., Smorodina N. V., Faddeev M. M. A limit theorem for a branching Wiener process with a singular branching intensity of a special type ....... 170
• Kukushkin M. A. Geometrical characteristics of random countable zonotopes ....... 185
• Lotnikov A. S. Mean distance between random points in centrally symmetric convex bodies ....... 211
• Lukashova I. I. Critical periodic branching random walk on $\mathbf {Z}^d$ with immigration ....... 236
• Lyulintsev A. V. Branching random walks on $\mathbb{Z}_+$ with drift ....... 249
• Platonova M. V. On a probabilistic approach to the Cauchy problem solution for an evolution equation with a higher even-order differen\-tial operator and a variable coefficient ....... 262
• Ragozin I. A. New goodness-of-fit tests for the exponential and Ray\-leigh distributions ....... 274
• Savich A. V. A limit theorem for the maxima of functions of strongly dependent Gaussian random variables ....... 295
• Solev V. N. óonjugate system and accuracy in the estimation problem ....... 314
• Yakubovich Yu. V. Random partitions growth by appending parts: the Ces\`aro convergent weights case ....... 329
• Reviews ....... 352

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• Paging 360 pp.

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