Probability and Mathematical Statistics 23.1

Opis książki:

S. T a k e n a k a, Linearly additive random fields independent increments on time-like curves; A. P l u c i ń s k a, Characterizations of polynomial-Gaussian processes that are Markovian; M. Bieniek and D. S z y n a l, Limit distributions of differences and quotients of non-adjacent k-th record values; W. H a z o d, On normalizers and centralizers of compact Lie groups. Applications to structural probability theory; P. C é n a c, Almost sure properties of weighted vectorial martingales transforms with applications to prediction for linear regression models; G. K r u p a, Snells optimization problem for sequences of convex compact valued random sets; W. K r a k o w i a k, Remarks about the Dugue problem; D. M a r i n u c c i, Gaussian semiparametric estimation for random fields with singular spectrum; M. D u d z i ń s k i, An almost sure limit theorem for the maxima and sums of stationary Gaussian sequences; Tien-Chung H u, Chiung-Y u H u a n g and A. R o s a l s k y, On stability of trimmed sums; D. Ç ö m e z and M. L i n, Multiparameter superadditive ergodic theorems for mean ergodic L1-contractions; M. L. S t u r g e o n, The use of variable kernel mass in density estimation; M. L e w a n d o w s k I, On the exit time of alpha-stable process

Książka "Probability and Mathematical Statistics 23.1" - Kazimierz Urbanik - oprawa miękka - Wydawnictwo Uniwersytetu Wrocławskiego.