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図書

図書
Gregory L. Naber
出版情報: New York : Springer, c2000  xiii, 443 p. ; 25 cm
シリーズ名: Applied mathematical sciences ; 141
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Preface
Acknowledgements
Geometrical Background
Physical Motivation
Frame Bundles and Spacetime
Differential Forms and Integration Introduction
de Rham Cohomology Introduction
Characteristic Classes
Appendix
References
Symbols
Index
Preface
Acknowledgements
Geometrical Background
2.

図書

図書
by Pratul Bandyopadhyay
出版情報: Dordrecht : Kluwer Academic, c2003  xi, 217 p. ; 25 cm
シリーズ名: Fundamental theories of physics ; v. 130
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Preface
Theory of Spinors / 1:
Spinors and Spin structure / 1.1:
Spinor space and Spinor Algebra / 1.1.1:
Spinors and Tensors / 1.1.2:
Universal Covering space / 1.1.3:
Spinor structure / 1.1.4:
Spinors in Different Dimensions / 1.2:
Simple Spinor Geometry / 1.2.1:
Conformal Spinors / 1.2.2:
Twistors and Cartan Semispinors / 1.2.3:
Supersymmetry and Superspace / 1.3:
Supersymmetry algebra / 1.3.1:
Superspace / 1.3.2:
Spinor structure and superspace / 1.3.3:
Fermions and Topology / 2:
Fermi Field and Nonlinear Sigma Model / 2.1:
Quantization of a Fermi Field and Sympletic Structure / 2.1.1:
Gauge Theorctic Extension of a Fermion and Nonlinear Sigma Model / 2.1.2:
Boson-Fermion Transformation / 2.1.3:
Vortex Line, Magnetic Flux and Fermion Quantization / 2.1.4:
Quantization and Anomaly / 2.2:
Quantum Mechanical Symmetry Breaking and Anomaly / 2.2.1:
Path Integral Formalism and Chiral Anomaly / 2.2.2:
Quantization of a Fermion and Chiral Anomaly / 2.2.3:
Anomaly and Topology / 2.3:
Topological Aspects of Anomaly / 2.3.1:
Chiral Anomaly and Berry Phase / 2.3.2:
Berry Phase and Fermion Number / 2.3.3:
Electroweak Theory / 3:
Weinberg - Salam Theory / 3.1:
Spontaneous Symmetry Breaking and the Nature of Vacuum / 3.1.1:
Weinberg-Salam Theory of Electroweak Interaction / 3.1.2:
Renormalization of Yang-Mills Theory with Spontaneous Symmetry Breaking / 3.1.3:
Topological Features in Field Theory / 3.2:
The Sine-Gordon Model / 3.2.1:
Vortex Lines / 3.2.2:
The Dirac Monopole / 3.2.3:
The't Hooft Polyakov Monopole / 3.2.4:
Instantons / 3.2.5:
Topological Origin of Mass / 3.3:
Topological Aspects of Chiral Anomaly and Origin of Mass / 3.3.1:
Weak Interaction Gauge Bosons and Topological Origin of Mass / 3.3.2:
Topological Features and Some Aspects of Weak Interaction Phenomenology / 3.3.3:
Skyrme Model / 4:
Nonlinear Sigma Model / 4.1:
Chiral Symmetry Breaking and Nonlinear Sigma Model / 4.1.1:
Nonlinear Sigma Model in Different Dimensions / 4.1.2:
Topological Term in Nonlinear Sigma Model / 4.1.3:
Skyrme Model for Nucleons / 4.2:
Skyrme's Approach: Mesonic Fluid Model / 4.2.1:
Nucleons as Topological Skyrmions / 4.2.2:
Static Properties of Nucleons / 4.2.3:
Baryons as Three Flavor Solitons / 4.3:
Extension of Nuclenoic Model to SU(3) Symmetry / 4.3.1:
Skyrmions and Quantum Chromodynamics / 4.3.2:
Skyrmion Statistics / 4.3.3:
Geometrical Aspects of a Skyrmion / 5:
Microlocal Space Time and Fermions / 5.1:
Microlocal Space Time and Massive Fermions as Solitons / 5.1.1:
Bosonic Degrees of Freedom and Fermion / 5.1.2:
Geometric Phase and [theta]-term / 5.1.3:
Internal Symmetry of Hadrons / 5.2:
Geometrical Aspects of Conformal Spinors / 5.2.1:
Reflection Group and the Internal Symmetry of Hadrons / 5.2.2:
Composite State of Skyrmions and Static Properties of Baryons / 5.2.3:
Supersymmetry and Internal Symmetry / 5.3:
Conformal Spinors and Supersymmetry / 5.3.1:
Reflection Group, Supersymmetry and Internal Symmetry / 5.3.2:
Conformal Spinors and Symmetry Group of Interactions / 5.3.3:
Noncommutative Geometry / 6:
Quantum Space Time / 6.1:
Noncommutative Geometry: Physical Perspective / 6.1.1:
Noncommutative Geometry and Quantum Phase space / 6.1.2:
Noncommutative Geometry and Quantum Group / 6.1.3:
Noncommutative Geometry and Particle Physics / 6.2:
Noncommutative Geometry and Electroweak Theory / 6.2.1:
Noncommutative Geometry and Standard Model / 6.2.2:
Noncommutative Generalization of Gauge Theory / 6.2.3:
Discrete Space as the Internal Space / 6.3:
Noncommutative Geometry and Quantization of a Fermion / 6.3.1:
Noncommutative Geometry, Disconnected Gauge Group and Chiral Anomaly / 6.3.2:
Noncommutative Geometry, Geometrical Aspects of a Skyrmion and Polyakov String / 6.3.3:
References
Subject Index
Preface
Theory of Spinors / 1:
Spinors and Spin structure / 1.1:
3.

図書

図書
Mikio Nakahara
出版情報: New York : Taylor & Francis, 2003  xxii, 573 p. ; 24 cm
シリーズ名: Graduate student series in physics
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