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Vladimir
Bogachev is one of the most cited Russian mathematicians. He is the author of more than 200 publications and 12 monographs. His total citation index by
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arising in mathematical physics. His research was distinguished by several awards including the medal and the prize of the
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posed about 25 years before that. In 1992, Vladimir
Bogachev proved T. Pitcher’s conjecture (stated in 1961) on the
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A remarkable achievement of
Vladimir Bogachev is the recently obtained (2021) answer to the question of
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Bogachev V.I., Krasovitskii T.I., Shaposhnikov S.V. On uniqueness of probability solutions of the
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Bogachev V.I. Weak convergence of measures, American
Mathematical Society, Rhode Island, 2018.
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Regularity of invariant measures on finite and infinite dimensional spaces and applications.
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and Full
Professor of the Department of Mechanics and Mathematics of the
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Bogachev V.I. Measure theory. V. 1,2. Springer-Verlag, Berlin, 2007
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and Röckner, Professor
Bogachev resolved the well-known problem of
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and locally bounded drift has a unique probabilistic solution on
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from the article and its talk page, especially if potentially
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in Russia) under the supervision of Prof. O. G. Smolyanov.
545:(posed in 1931) on the uniqueness of the solution to the
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the
Kolmogorov Prize of the Russian Academy of Sciences
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of diffusion processes. In 1999, in a joint work with
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518:) the famous Shigekawa conjecture on the
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436:(1983). In 1986, he received his PhD (
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514:. In 1995, he proved (with
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