Probability and Mathematical Statistics 22.1

Opis książki:

R. Jajte and A. Paszkiewicz, Weak convergence of random vectors and distributions in Banach spaces; B. Djehiche, M.. Eddahbi and Y. Ouknine, A logarithmic Sobolev inequality for one-dimensional multivalued stochastic differential equations; A. Skalski, On the unconditional bundle convergence in L2-space over a von Neumann algebra; K. Czarkowski and L. Słomiński, Approximation of solutions of SDE`s with oblique reflection on an orthant; M. Kobylański, J.P. Lepeltier, M.C. Quenez and S. Torres, Reflected BSDE with superlinear quadratic coefficient; R. Jajte, Individual ergodic theorem for non-contractive normal operators; B. Bercu and A. Touati, On Hartman`s law of of iterated logarithm for explosive Gaussian autoregressive processes; K. Kaniowski, On the sequences whose conditional expectations can approximate any random variable; E.B. Czerebak-Mrozowicz, O.I. Klesov and Z. Rychlik, Marcinkiewicz-type strong law of large numbers for pairwise independent random fields; L. Accari and A. Boukas, Stochastic evolutions driven by non-linear white noise; L. Klotz, The maximal -regular part of a q-variate weakly stationary process; A.A.A. Mohammed, Stopping and stochastic integrals as closable operators; M. Białkowski and J. Wesołowski, Asymptotic behavior of some random splitting schemes; K. Burnecki and Z. Michna, Simulation of Pickands constants

Książka "Probability and Mathematical Statistics 22.1" - Kazimierz Urbanik - oprawa miękka - Wydawnictwo Uniwersytetu Wrocławskiego.