TAILIEUCHUNG - STOCHASTIC DYNAMICS Modeling Solute Transport in Porous Media

We have attempted to explain the concepts which have been used and developed to model the stochastic dynamics of natural and biological systems. While the theory of stochastic differential equations and stochastic processes provide an attractive framework with an intuitive appeal to many problems with naturally induced variations, the solutions to such models are an active area of research, which is in its infancy. Therefore, this book should provide a large number of areas to research further. We also tried to explain the ideas in an intuitive and descriptive manner without being mathematically rigorous. Hopefully this will help the understanding of the concepts discussed here | NORTH-HOLLAND SERIES IN MATHEMATIQS ẠNỌ MECHANICS EDITORS EMOON K. SREENIVASAN E. VAN DER GIESSEN L VAN WIJNGAARDEN AND WILLIS stochastic dynamics modeling solute transport in porous media D. KULASIRI w. VERWOERD NORTH-HOLLAND STOCHASTIC DYNAMICS Modeling Solute Transport in Porous Media NORTH-HOLLAND SERIES Di APPLIED MATHEMATICS AND MECHANICS EDITORS J. D. ACHENBACH Northwestern University F. MOON Cornell University K. SREENIVASAN Yale University E. VAN DER GIESSEN TU Delft L. VAN WIJNGAARDEN Twente University of Technology . WILLIS University of Bath VOLUME 44 ELSEVIER AMSTERDAM - BOSTON - LONDON - NEW YORK - OXFORD - PARIS SAN DIEGO - SAN FRANCISCO - SINGAPORE - SYDNEY - .

• Kỹ thuật lập trình
• Modeling Macroscopic
• in Porous Media
• Natural Formations
• Hydrodynamic Dispersion
• Elementary Stochastic Calculus
• Mathematical Background
• Hydrodynamical Modeling
• Drift Diffusion Equations
• Dynamic Models
• Boltzmann Equation
• Macroscopic Models
• Semiconductors