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Path Integral Methods in Quantum Field Theory Book

Path Integral Methods in Quantum Field Theory
Path Integral Methods in Quantum Field Theory, , Path Integral Methods in Quantum Field Theory has a rating of 3 stars
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  • Path Integral Methods in Quantum Field Theory
  • Written by author R. J. Rivers
  • Published by Cambridge University Press, October 1988
  • This is a concise graduate level introduction to analytical functional methods in quantum field theory.
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Preface;
1. Scalar Green functions and their perturbative solutions;
2. Connected Green functions and their one-particle irreducible components;
3. Regularisation and renormalisation;
4. The scalar functional integral;
5. Series expansions and their summation;
6. Taking the path integral more seriously;
7. Quantum theory on non-simply-connected configuration spaces;
8. Stochastic quantisation;
9. Fermions;
10. Quantum electrodynamics;
11. Non-abelian gauge theories;
12. Explicit symmetry breaking and its classical limit;
13. The effective potential;
14. Field theory at non-zero temperature;
15. Field theory at non-zero temperature: real-time formulation;
16. Instantons;
17. Composite fields and the large-N limit; References; Index.


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