Woyczynski, Wojbor A. - Center for Stochastic and Chaotic Processes in Science and Technology & Department of Statistics, Case Western Reserve University

• Short-Time Correlation Approximations for Diffusing Tracers in Random Velocity Fields
• SCALING LIMITS OF SOLUTIONS OF THE HEAT EQUATION FOR SINGULAR NON-GAUSSIAN DATA
• RELAXATION FUNCTIONS IN DIPOLAR MATERIALS J. Stat. Physics 78 (1995),1027-1038.
• LIMIT BEHAVIOR OF QUADRATIC FORMS OF MOVING AVERAGES OF i.i.d. RANDOM VARIABLES AND ITS APPLICATION TO THE
• GIBBS-COX RANDOM FIELDS AND BURGERS' TURBULENCE
• Fluctuations of Passive Scalar with Nonzero Mean Concentration Gradient
• SHOCK DENSITY IN BURGERS YIMING HU and W.A. WOYCZYNSKI
• Model Description of Passive Tracer Density Fields in the Framework of Burgers' and other
• Mathematics in Stefan Banach's Times by Wojbor A. Woyczynski
• Diffusing Passive Tracers in Random Incompressible Flows
• Density Fields in Burgers and KdV-Burgers' Turbulence A.I. SAICHEV
• OPTION PRICING BOUNDS IN AN STABLE SECURITY MARKET
• INTERACTING PARTICLE APPROXIMATION FOR FRACTAL BURGERS EQUATION 1)
• Version 3/26/98 EXACT PARABOLIC ASYMPTOTICS FOR
• GLOBAL AND EXPLODING SOLUTIONS FOR NONLOCAL QUADRATIC EVOLUTION PROBLEMS
• Asymptotics for multifractal conservation laws
• Statistical Inference for Long-Memory Random Fields Arising in Burgers' Turbulence
• EVOLUTION EQUATIONS Banach Center Publications, Warsaw
• Critical nonlinearity exponent and self-similar asymptotics
• Limit Theorems for the Burgers Equation Initialized by Data with
• Probabilistic approximation and inviscid limits for one-dimensional fractional
• Parametric optimization of microhardness of diamond-like carbon films prepared by plasma enhanced chemical vapor deposition
• THE LARGE-SCALE STRUCTURE OF THE UNIVERSE AND QUASI-VORONOI TESSELLATION OF SHOCK FRONTS
• ( February 27, 1998 ) FRACTAL BURGERS EQUATIONS
• Models of Anomalous Diffusion: The Subdiffusive Case
• Levy processes in the physical sciences W.A. WOYCZYNSKI
• c 2001 by W. A. Woyczynski, C. L. Zirbel Rotation of particles in polarized Brownian ows
• Kazimierz Urbanik and his research Zbigniew J. Jurek1
• Growing Fractal Interfaces in the Presence of Self-similar Hopping Surface Diffusion
• Asymptotics for conservation laws involving Levy diffusion generators
• Version March 23, 1998 Parameter Estimation of Random Fields Arising in
• Wojbor A. WOYCZYNSKI Publications
• March 18, 2000 Mathematical Intelligencer 23(2), 36-46.
• Parameter Identification for Singular Random Fields Arising in Burgers' Turbulence
• Asymptotics and High Dimensional Approximations for
• Nonlinear Diffusion Approximations of Queuing Networks
• Stochastic Climate Models Birkhauser-Boston 2000
• LARGE-SCALE STRUCTURE OF THE UNIVERSE AND ASYMPTOTICS OF BURGERS' TURBULENCE
• Length of sums in a Minkowski space Gyula O.H. Katona
• NONLINEAR PDE'S DRIVEN BY LEVY DIFFUSIONS AND RELATED STATISTICAL ISSUES
• Dynamical and Statistical Characteristics of Geophysical Fields and Waves
• Advection of Passive and Reactive Tracers in Multidimensional Burger's Velocity Field