《Geometry and Quantum Field Theory》是一本圖書,作者是Daniel S. Freed
基本介紹
- 外文名:Geometry and Quantum Field Theory
- 作者:Daniel S. Freed
- 出版時間:1995年3月24日
- 頁數:459 頁
- ISBN:9780821804001
- 定價:54 歐元
- 叢書:IAS/Park City Mathematical Series
《Geometry and Quantum Field Theory》是一本圖書,作者是Daniel S. Freed
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α.Fredholm modules and K-cycles β.The supergroup R1,1 and the convolution algebra of operator-valued distributions on γ.The Chern character of K-cycles δ.The index formula ε.The JLO cocycle 9.θ-summable K-cycles, Discrete Groups and Quantum Field Theory α Discrete subgroups of Lie ...
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8.5Scatteringtheory 8.6Notes 8.7Exercises 9Multiparticlestatesandquantumentanglement 9.1Many—bodyquantumtheory 9.2Multiparticlespacetimealgebra 9.3Systemsoftwoparticles 9.4Relativisticstatesandoperators 9.5Two—spinorcalculus 9.6Notes 9.7Exercises 10Geometry 10.1Projectivegeometry 10.2Conformalgeometry 1...
[4]M. Kontsevich,Yu. Manin.Gromov-Witten classes, quantum cohomology, and enumerative geometry[J].Communications in Mathematical Physics,1994.[5]M. Alexandrov,M. Kontsevich,A. Schwarz,O. Zaboronsky.The Geometry Of The Master Equation And Topological Quantum Field Theory[J].International ...
Witten E. Quantum field theory and the Jones polynomial[J]. Communications in Mathematical Physics, 1989, 121(3): 351-399.Witten E. Two-dimensional gravity and intersection theory on moduli space[J]. Surveys in differential geometry, 1990, 1(1): 243-310.Vafa C, Witten E. A strong ...
14.1 Tunneling and Resonances 14.2 The Free Resonance Energy 14.3 Instantons 14.4 Positive Temperatures 14.5 Pre-exponential Factor for the Bounce 14.6 Contribution of the Zero-mode 14.7 Bohr-Sommerfeld Quantization for Resonances 15 Introduction to Quantum Field Theory 15.1 The Place of QFT...
5 The age and distance scales Part 3:Basics of quantum fields 6 Quantum mechanics and realtity 7 Quantum field theory 8 The standard model and beyond Part 4:The early universe 9 The hot big bang 10 Topological defects 11 Inflationary csomology Part 5:Observational cosmology 12 Matter in the ...
1. The Classical Electromagnetic Field 2. The Quantum Theory of the Electromagnetic Field 12. Molecular Vibrations 1. The Classical Theory of Molecular Vibrations 2. The Symmetry of the Molecules and theNormal Coordinates 3. How to Find the Normal Modes of Vibration 4. The Use of Symmetry ...
sets or random surfaces. Powerful computers or special devices provide "experimental" means for a new brand of theoretical physicists. In quantum field theory, applications of differential topology, geometry, Riemannian manifolds, operator theory ... require a deeper background in mathematics and a ...
1. The Classical Electromagnetic Field 2. The Quantum Theory of the Electromagnetic Field 12. Molecular Vibrations 1. The Classical Theory of Molecular Vibrations 2. The Symmetry of the Molecules and the Normal Coordinates 3. How to Find the Normal Modes of Vibration 4. The Use of...
5.2BECinConfinedGeometryandThermodynamicMapping 5.2.1Introduction 5.2.2ConfinementEffects 5.2.3ThermodynamicMapping 5.2.4MappingRelationforConfinedBEC 5.2.5DeterminationoftheCriticalTemperature 5.2.6Discussion Chapter6SomeInverseProblemsinQuantumStatistics 6.1Introduction 6.2SpecificHeat-PhononSpectrum...