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| Material Type: | Internet resource |
|---|---|
| Document Type: | Book, Internet Resource |
| All Authors / Contributors: |
Henk T C Stoof; Koos B Gubbels; Dennis B M Dickerscheid |
| ISBN: | 9781402087622 1402087624 1402087632 9781402087639 |
| OCLC Number: | 310153808 |
| Description: | xiv, 485 p. : ill. ; 25 cm. |
| Contents: | 1: Introduction. 2: Gaussian Integrals. 3: Quantum Mechanics.4: Statistical Physics. 5: Second Quantization. 6: Grassmann Variables and Coherent States. 7: Path Integrals. 8: Functional Integrals. 9: Interactions and Feynman Diagrams. 10: Effective Actions. 11: Landau Theory of Phase Transitions. 12: Atomic Physics. 13: Superfluidity. 14: Superconductivity. 15: Degenerate Fermi Gases. 16: Phase Diffusion. 17: Renormalisation Group. 18: Hubbard Models. 19: Low-Dimensional Systems. 20: Feshbach Resonances. 21: Coherent Atom-Molecule Oscillations. 22: Non-Equilibrium Quantum Field Theory. |
| Series Title: | Theoretical and mathematical physics (Springer (Firm)) |
| Responsibility: | Henk T.C. Stoof, Koos B. Gubbels, Dennis B.M. Dickerscheid. |
Reviews
Publisher Synopsis
From the reviews: "The book offers a substantial and self-consistent introduction into this exciting and challenging subject of present day research. ! Important items in basic quantum theory ! fine and hyperfine spectral structure, are presented in a new way. ! Most appreciable in this essentially theoretical text is the continuous correspondence with events from the laboratories: actually by the extended bibliography laboratories get very close to the reader." (Bassano Vacchini, Zentralblatt MATH, Vol. 1177, 2010) "The book has evidently been put together with great care and is very well written. It provides detailed textual explanations to guide the reader through the equations, and includes the intermediate steps in derivations. ! found friendly and understandable by students including, in many cases, senior undergraduates. ! It is pleasure to commend it warmly to those entering, teaching or working in the burgeoning field of ultracold atomic gases as well as in many-particle physics more generally." (Peter V. E. McClintock, Contemporary Physics, Vol. 52 (2), 2011) Read more...

