CLCO41
LanguageENG
PublishYear1987
publishCompany
WSPC
EISBN
9789814415620
PISBN
9789971502492
- Product Details
- Contents
This book presents the conceptional line which goes from the observation of physical systems to their modeling and analysis by ordinary differential nonlinear stochastic equations.First, the problems of the mathematical modeling of physical systems are developed. These mathematical models are then classified in terms of ordinary differential stochastic equations from which both qualitative and quantitative results are developed.Each one of the various subjects are methods dealt with ends with an application in mathematical physics or in nonlinear mechanics.
- CONTENTS
- PREFACE
- CHAPTER I STOCHASTIC MODELS
- CHAPTER II REGULAR PERTURBATION TECHNIQUES
- CHAPTER III THE DECOMPOSITION METHOD
- CHAPTER IV TIME EVOLUTION OF THE PROBABILITY DENSITY
- CHAPTER V PERIODIC SOLUTIONS OF RANDOM DIFFERENTIAL EQUATIONS
- CHAPTER VI AN INTRODUCTION TO THE SOLUTION OF RANDOM PARTIAL DIFFERENTIAL EQUATIONS
- GENERAL BIBLIOGRAPHY
- APPENDIX BASIC CONCEPTS OF PROBABILITY THEORY, RANDOM VARIABLES AND STOCHASTIC PROCESSES
- AUTHOR'S INDEX
- SUBJECT INDEX
Collected by
- Yale University
- University of Oxford
- Columbia University Library
- Stanford University
- University of Chicago
- UCB