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Symmetries in Fundamental Physics Cover Image E-book E-book

Symmetries in Fundamental Physics

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  • ISBN: 9789400776425
  • Physical Description: electronic
    electronic resource
    access
    remote
    XXVIII, 763 p. 29 illus. online resource.
  • Publisher: Dordrecht : Springer Netherlands : Imprint: Springer, 2014.
Subject: Physics
Quantum theory
Physics
Theoretical, Mathematical and Computational Physics
Elementary Particles, Quantum Field Theory
Phase Transitions and Multiphase Systems
Classical and Quantum Gravitation, Relativity Theory
Mathematical Physics

Electronic resources


Preface
Notation
Introduction
Symmetry: Argument, Principle, and Leitmotif
Operations and Invariants
"Symmetries" in "Fundamental Physics"
The Scope of Symmetries
Bibliographical Notes
Classical Mechanics
Newtonian and Analytical Mechanics
Symmetries and Conservation Laws
Galilei Group
Electrodynamics and Special Relativity
Electrodynamics à la Maxwell
Special Relativity
Noether Theorems
Poincaré Transformations
Generalizations of Poincaré Symmetry
On the Validity of Special Relativity
Quantum Mechanics
Principles of Quantum Mechanics
Symmetry Transformations in Quantum Mechanics
Quantum Physics and Group Representation
Relativistic Field Theory
Representations of the Poincaré Group
Symmetry and Quantum Field Theory
Actions
Spontaneous Symmetry Breaking
Discrete Symmetries
Effective field theories
Particle Physics
Particles and Interactions
Strong Interactions
Weak and Electromagnetic Interaction
Paralipomena on the Standard Model
General Relativity and Gravitation
Introductory Remarks
Equivalence Principle
Riemann-Cartan Geometry
Physics in Curved Spacetime
Geometrodynamics
Modifications and Extensions of/to General Relativity
Unified Field Theories
Grand Unified Theories
Kaluza-Klein Theory
Supersymmetry
Further Speculations
Conclusion
Symmetries: The Road to Reality
Are Symmetries a Principle of Nature?
Physics Beyond Symmetries
Appendices
A Group Theory
B Spinors, Z2-gradings, and Supergeometry
C Symmetries and Constrained Dynamics
D Symmetries in Path-Integral and BRST Quantization
E Differential Geometry
F Symmetries in Terms of Differential Forms
Bibliography.

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