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Phase transitions and renormalization group

Author: Jean Zinn-Justin
Publisher: Oxford Oxford Univ. Press 2013
Series: Oxford graduate texts
Edition/Format:   Print book : English : 1. publ. in paperback, impression 1View all editions and formats
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The renormalization group is one of most important theoretical concepts that has emerged in physics during the twentieth century. It explains important properties of fundamental interactions at the  Read more...

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Material Type: Internet resource
Document Type: Book, Internet Resource
All Authors / Contributors: Jean Zinn-Justin
ISBN: 9780199665167 0199665168 9780199227198 0199227195
OCLC Number: 934985369
Description: XII, 454 Seiten Diagramme 25 cm
Contents: 1. Quantum Field Theory and Renormalization Group ; 2. Gaussian Expectation Values. Steepest Descent Method . ; 3. Universality and Continuum Limit ; 4. Classical Statistical Physics: One Dimension ; 5. Continuum Limit and Path Integral ; 6. Ferromagnetic Systems. Correlations ; 7. Phase transitions: Generalities and Examples ; 8. Quasi-Gaussian Approximation: Universality, Critical Dimension ; 9. Renormalization Group: General Formulation ; 10. Perturbative Renormalization Group: Explicit Calculations ; 11. Renormalization group: N-component fields ; 12. Statistical Field Theory: Perturbative Expansion ; 13. The sigma4 Field Theory near Dimension 4 ; 14. The O(N) Symmetric (phi2)2 Field Theory: Large N Limit ; 15. The Non-Linear sigma-Model ; 16. Functional Renormalization Group ; Appendix ; 1. Quantum Field Theory and Renormalization Group ; 2. Gaussian Expectation Values. Steepest Descent Method . ; 3. Universality and Continuum Limit ; 4. Classical Statistical Physics: One Dimension ; 5. Continuum Limit and Path Integral ; 6. Ferromagnetic Systems. Correlations ; 7. Phase transitions: Generalities and Examples ; 8. Quasi-Gaussian Approximation: Universality, Critical Dimension ; 9. Renormalization Group: General Formulation ; 10. Perturbative Renormalization Group: Explicit Calculations ; 11. Renormalization group: N-component fields ; 12. Statistical Field Theory: Perturbative Expansion ; 13. The sigma4 Field Theory near Dimension 4 ; 14. The O(N) Symmetric (phi2)2 Field Theory: Large N Limit ; 15. The Non-Linear sigma-Model ; 16. Functional Renormalization Group ; Appendix
Series Title: Oxford graduate texts
Responsibility: Jean Zinn-Justin
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The clear exposition of the main ideas and the simple and agile notation the author uses help facilitate the comprehension of the different concepts presented. Researchers familiar with statistical Read more...

 
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