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Book Categories |
Pt. I | Basic ideas and techniques | |
1 | Pertinent concepts and ideas in the theory of critical phenomena | 3 |
2 | Formulation of the problem of phase transitions in terms of functional integrals | 11 |
3 | Functional integrals in quantum field theory | 33 |
4 | Perturbation theory and Feynman graphs | 53 |
5 | Vertex functions and symmetry breaking | 80 |
6 | Expansions in the number of loops and in the number of components | 103 |
7 | Renormalization | 147 |
8 | The renormalization group and scaling in the critical region | 189 |
9 | The computation of the critical exponents | 228 |
Pt. II | Further applications and developments | |
1 | Introduction | 273 |
2 | Beyond leading scaling | 275 |
3 | Universality revisited | 310 |
4 | Critical behavior with several couplings | 323 |
5 | Crossover phenomena | 342 |
6 | Critical phenomena near two dimensions | 364 |
Pt. III | Nonperturbative and numerical methods | |
1 | Real space methods | 385 |
2 | Finite size scaling | 446 |
3 | Monte Carlo methods : numerical field theory | 486 |
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