Discrete normal distribution and its relationship with Jacobi theta functions PJ Szabłowski
Statistics & probability letters 52 (3), 289-299, 2001
52 2001 Probabilistic aspects of al-Salam–Chihara polynomials W Bryc, W Matysiak, P Szabłowski
Proceedings of the American Mathematical Society 133 (4), 1127-1134, 2005
39 2005 Uniform Distributions on Spheres in Finite DimensionalLαand Their Generalizations PJ Szabłowski
Journal of multivariate analysis 64 (2), 103-117, 1998
36 1998 Expansions of one density via polynomials orthogonal with respect to the other PJ Szabłowski
Journal of mathematical analysis and applications 383 (1), 35-54, 2011
23 2011 Multidimensional P Szablowski
23 2010 On the PJ Szabłowski
Demonstratio Mathematica 46 (4), 679-708, 2013
20 2013 On the structure and probabilistic interpretation of Askey–Wilson densities and polynomials with complex parameters PJ Szabłowski
Journal of Functional Analysis 261 (3), 635-659, 2011
18 2011 Can the first two conditional moments identify a mean square differentiable process? PJ Szabłowski
Computers & Mathematics with Applications 18 (4), 329-348, 1989
18 1989 A few remarks on Bryc's paper on random fields with linear regressions W Matysiak, PJ Szabłowski
The Annals of Probability 30 (3), 1486-1491, 2002
17 2002 𝑞-Gaussian distributions: simplifications and simulations PJ Szabłowski
Journal of Probability and Statistics 2009, 2009
16 2009 q-Wiener and (α,q)- Ornstein--Uhlenbeck processes. A generalization of known processes, PJ Szabłowski
Theory of Probability and Its Applications 56 (4), 742--772, 2011
15 2011 Some inequalities for characteristic functions W Matysiak, PJ Szabłowski
Journal of Mathematical Sciences 105, 2594-2598, 2001
12 2001 Befriending Askey–Wilson polynomials PJ Szabłowski
Infinite Dimensional Analysis, Quantum Probability and Related Topics 17 (03 …, 2014
9 2014 A few remarks on orthogonal polynomials PJ Szabłowski
Applied Mathematics and Computation 252, 215-228, 2015
8 2015 On affinity relating two positive measures and the connection coefficients between polynomials orthogonalized by these measures PJ Szabłowski
Applied Mathematics and Computation 219 (12), 6768-6776, 2013
8 2013 Generalized laws of large numbers and auxiliary results concerning stochastic approximation with dependent disturbances. II. PJ Szabłowski
Computers & Mathematics with Appl. 13 (12), 973--987, 1987
8 1987 Stochastic approximation with dependent disturbances. I. PJ Szabłowski
Computers & Mathematics with Applications. 13 (12), 951--972, 1987
8 * 1987 On the properties of marginal densities and conditional moments of elliptically contoured measures PJ Szabłowski
Mathematical Statistics and Probability Theory: Volume A Theoretical Aspects …, 1987
8 1987 On distributive relations involving conditional moments and the probability distribution of the conditioning random variable PJ Szablowski
Demonstratio Mathematica 19 (3), 721-746, 1986
8 1986 Some remarks on two-dimensional elliptically contoured measures with second moments. PJ Szabłowski
Demonstratio Math. 19 (4), 915--929, 1986
8 1986 
Wlodek BrycProfessor of Mathematical Sciences, University of CincinnatiGeverifieerd e-mailadres voor uc.edu
