The Two-Dimensional Ising Model
β Scribed by Barry M. McCoy; Tai Tsun Wu
- Publisher
- Harvard University Press
- Year
- 1973
- Tongue
- English
- Leaves
- 440
- Edition
- Reprint 2014
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Table of Contents
PREFACE
CONTENTS
CHAPTER I. Introduction
CHAPTER II. Statistical Mechanics
CHAPTER III. The One-Dimensional Ising Model
CHAPTER IV. Dimer Statistics
CHAPTER V. Specific Heat of Onsagerβs Lattice in the Absence of a Magnetic Field
CHAPTER VI. Boundary Specific Heat and Magnetization
CHAPTER VII. Boundary Spin-Spin Correlation Functions
CHAPTER VIII. The Correlation Functions <Οβ.βΟβ,N > and <Οβ,βΟN,N>
CHAPTER IX. Wiener-Hopf Sum Equations
CHAPTER Ξ§. Spontaneous Magnetization
CHAPTER XI. Behavior of the Correlation Functions (Οβ,βΟβ,N) and <Οβ
,βΟN,N> for Large Ξ
CHAPTER XII. Asymptotic Expansion of <Οβ, βΟM,N>
CHAPTER XIII. Boundary Hysteresis and Spin Probability Functions
CHAPTER XIV. An Ising Model with Random Impurities: Specific Heat
CHAPTER XV. An Ising Model with Random Impurities: Boundary Effects
CHAPTER XVI. Epilogue
APPENDIX A.
APPENDIX Ξ.
INDEX
π SIMILAR VOLUMES
"Of all the systems in statistical mechanics on which exact calculations have been performed," declare the authors of this text, "the two-dimensional Ising model is not only the most thoroughly investigated; it is also the richest and most profound." Originally published in 1973, this is the definit
"Of all the systems in statistical mechanics on which exact calculations have been performed," declare the authors of this text, "the two-dimensional Ising model is not only the most thoroughly investigated; it is also the richest and most profound." Originally published in 1973, this is the definit