Save up to 30% on Elsevier print and eBooks with free shipping. No promo code needed.
Save up to 30% on print and eBooks.
Mathematical Methods XIB
1st Edition - January 1, 1975
Editor: Douglas Henderson
Language: English
eBook ISBN:9780323147699
9 7 8 - 0 - 3 2 3 - 1 4 7 6 9 - 9
Physical Chemistry: An Advanced Treatise, Volume XIB: Mathematical Methods focuses on mathematical techniques that consist of concepts relating to differentiation and integration.…Read more
Purchase options
LIMITED OFFER
Save 50% on book bundles
Immediately download your ebook while waiting for your print delivery. No promo code is needed.
Physical Chemistry: An Advanced Treatise, Volume XIB: Mathematical Methods focuses on mathematical techniques that consist of concepts relating to differentiation and integration. This book discusses the methods in lattice statistics, Pfaffian solution of the planar Ising problem, and probability theory and stochastic processes. The random variables and probability distributions, non-equilibrium problems, Brownian motion, and scattering theory are also elaborated. This text likewise covers the elastic scattering from atoms, solution of integral and differential equations, concepts in graph theory, and theory of operator equations. This volume provides graduate and physical chemistry students a basic understanding of mathematical techniques important in chemistry.
List of Contributors
Foreword
Preface
Contents of Previous Volumes
Chapter 9 / Methods in Lattice Statistics
I. Introduction
II. Concepts in Graph Theory
III. Evaluation of Lattice Constants
IV. Exact Series Expansions
V. The Dimer Problem
VI. Pfaffian Solution of the Planar Ising Problem
Appendix—Methods of Series Analysis
References
Chapter 10 / Probability Theory and Stochastic Processes
I. Introduction
II. Random Variables and Probability Distributions
III. Functions of Random Variables
IV. Stochastic Processes—General
V. Stochastic Processes Discrete in Both Sample Space and Time
VI. Stochastic Processes Discrete in Sample Space but Continuous in Time
VII. Stochastic Processes Continuous in Both Sample Space and Time