آشنایی مقدماتی با نظریه پدیده‌های بحرانی ۲۰۱۸
A Primer to the Theory of Critical Phenomena 2018

1. Cover image

2. Title page

3. Table of Contents

4. Copyright

5. Preface

6. Chapter 1: Introduction: Classical Phases and Critical Points

7. Chapter 2: The Ising Model and Its Basic Characteristics in the Mean Field Approximation

8. Chapter 3: General Mean Field Approach

9. Chapter 4: The Landau Theory of Phase Transitions: General Concept and Its Microscopic Relation to Mean Field Theory

10. Chapter 5: More General Considerations Concerning Mean Field Theory: The Stratonovich–Hubbard Transformation⁎

11. Chapter 6: Generalities Relating to the Study of Critical Phenomena

12. Chapter 7: Failure of Mean Field Theory and Scaling Methods

13. Chapter 8: Kadanoff Scaling

14. Chapter 9: The Renormalization Group Operations

15. Chapter 10: Additional Interrelations Between Critical Exponents

16. Chapter 11: Extension of the Landau Approach to Inhomogeneous Systems and the Physical Picture of Gaussian Fluctuations

17. Chapter 12: The Ginzburg–Landau Functional for a Continuous System: Formal Approach to Gaussian Fluctuations

18. Chapter 13: The Ginzburg–Landau–Wilson Formalism: Beyond the Gaussian Approximation

19. Chapter 14: Correlation Functions

20. Chapter 15: Beyond the Landau Model

21. Chapter 16: An Elementary Examination of Quantum Phase Transitions Involving Fermions⁎

22. Chapter 17: Supplement: Going Beyond the Gaussian Formulation

23. Bibliography

24. Index