Докладчик: М.І. Портенко (Інститут математики НАН України) Тема: Several comments to the behavior of Brownian motion in a Euclidean space with a membrane located on a given hyperplane. Аннотация. My talk will concern the limit theorem for the number of crossings through the Продовжити читання Семинар 20.09→

Докладчик: Алексей Руденко (Институт математики НАН Украины) Тема: An estimate for Hausdorff measure of the set of the intersections of several independent Brownian motions on Carnot group

Докладчик: Naoufel Salhi (University of Carthage) Тема: Self-intersection local times as generalized functionals

Докладчик: М.А. Белозерова (ОНУ имени И.И. Мечникова) Тема: Lyapunov exponents and asymptotic behavior of solutions to stochastic differential equations with interaction

Докладчики: Aндрей А. Дороговцев (Институт математики НАНУ), Ясмина Джорджевич (Университет Осло) Тема: Monge-Kantorovich problem for stochastic flows

Докладчик: Е.В. Глиняная (Институт математики НАН Украины) Тема: Orthogonalization of multiple integrals with respect to the point measure corresponding to the Arratia flow

Докладчик: В.К. Юськович (Национальный технический университет Украины “Киевский политехнический институт им. Игоря Сикорского”) Тема: On a limit behavior of solutions to multidimensional SDEs

Докладчик: Г.В. Рябов Тема: Modifications of stochastic flows generated by consistent sequences of Feller transition probabilities

Докладчик: Xia Chen (University of Tennessee, Knoxville) Тема: Intermittency for hyperbolic Anderson models with time-independent Gaussian noise Aннотация. Intuitively, inttermittency refers to a state of the system with random noise in which the high peak is rare but real. In mathematics, it can be Продовжити читання Семинар 22.02→

Speaker: Mykola Portenko (Institute of Mathematics, NAS of Ukraine) Topic: Brownian motion in a Euclidean space with a membrane located on a given hyperplane. The presentation is based on the results of joint investigations with Prof. Bohdan Kopytko. Abstract. Brownian motion in a Euclidean Продовжити читання Семинар 15.02→