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 Teor. Veroyatnost. i Primenen.: Year: Volume: Issue: Page: Find

 Formulas for eigen-functions and eigen-measures associated with Markov processA. D. Wentzell 3 Absolute continuity of measures corresponding to homogeneous Gaussian fieldsA. V. Skorokhod, M. I. Yadrenko 30 Diffusion approximation of non-Markov random walks on differentiable manifoldsG. M. Sobko 44 Some estimates in the theory of stochastic integralN. V. Krylov 56 Some general questions of the theory of probability measures in linear spaces.D. Kh. Mushtari 66 Asymptotical behaviour of some statistical estimators. II. Limiting theorems for the a posteriory density and Bayesian estimatorsI. A. Ibragimov, R. Z. Khas'minskii 78 The evaluation of statistical characteristics of long waveguides in two-modes modelT. V. Selezneva, V. N. Tutubalin 94 On strengthening of Lyapunov type estimates (the case when summands distributions are close to the normal one)S. V. Nagaev, V. I. Rotar' 109 Random mappings with bounded heightV. N. Sachkov 122 Convergence of Point Complexes in $Z^n$ to Poisson ProcessesR. Hafner 133 Short Communications Î ðåãóëÿðíîñòè óñëîâíûõ âåðîÿòíîñòåé äëÿ ñëó÷àéíûõ ïðîöåññîâN. V. Krylov 151 On canonical representations for stochastic processes of multiplicities one and twoT. N. Siraya 155 Boundary behaviour of conditional diffusion processesYu. I. Kifer 160 On the joint distribution of random variables connected with fluctuations of a stable processV. B. Nevzorov 164 A probabilistic representation of the solution of the directional derivative problemA. P. Korostelev 172 On ergodicity of Gaussian homogeneous random fields on homogeneous spacesA. A. Tempel'man 177 On the rate of convergence to the normal law equivalent to the existence of the second momentV. A. Egorov 180 On infinitesimal algebra for random sequencesR. S. Ismagilov 186 On sums of random vectorsA. V. Prokhorov 193 On asymptotic behaviour of the degrees of vertices in a random graphG. I. Ivchenko 195 On property of “waiting process”V. A. Labkovskii 203 Experiment design for comparison of two normal population parametersI. N. Volodin 206 On estimation of the rate of convergence in a limit theorem with a stable limit lawK. I. Satybaldina 211 New Books New BooksT. B. Yarina 213