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Symmetries in Science
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
Why We Believe in the Einstein Theory
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Chapter 2
The Role and Value of the Symmetry Principles and Einstein’s Contribution to their Recognition
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Chapter 3
Statistical Concepts in Einstein’s Physics
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Chapter 4
What are the True Building Blocks of Matter
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Chapter 5
Classification of Wigner Operators by a New Type of Weight Space Diagram
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Chapter 6
De Sitter Fibers and SO(3,2) Spectrum Generating Group for Hadrons
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Chapter 7
The Wigner-Racah Algebra for Finite and Compact Continuous Groups
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Chapter 8
Applications of Coherent States in Thermodynamics and Dynamics
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Chapter 9
The Application of Imbedding Theory to the Atomic Shell Model
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Chapter 10
Group Theory in Atomic and Molecular Physics
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Chapter 11
New Approach to Matrix Elements and Clebsch-Gordan Coefficients for Compact and Non-Compact Groups
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Chapter 12
Group Theory and the Interaction of Composite Nucleon Systems
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Chapter 13
Time Reversal in Dissipative Systems
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Chapter 14
Lie Groups, Quantum Mechanics, Many-Body Theory and Organic Chemistry
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Chapter 15
Symmetry and Variable Separation for the Helmholtz, Wave and Hamilton-Jacobi Equations
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Chapter 16
Review of the Group Theory Behind the Interacting Boson Model of the Nucleus
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Chapter 17
Remarks on the Algebraic Structure of Spontaneous Symmetry Breaking in Unified Gauge Theories
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Chapter 18
Symmetry Breaking and Far-from-Equilibrium Order
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Chapter 19
Finite Subgroups of the Lorentz Group and their Generating Functions
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Chapter 20
On Dynamical Symmetries in Relativistic Field Theories
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Chapter 21
On the Generalisation of the Gell-Mann-Nishijima Relation
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Chapter 22
Relativistic Dynamical Groups in Quantum Theory and Some Possible Applications
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Chapter 23
Generalized Coherent States
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Chapter 24
Spontaneous Symmetry Breaking in Bifurcation Problems
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Chapter 25
Time, Energy, Relativity, and Cosmology
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Chapter 26
Projections Operators for Semisimple Compact Lie Groups and their Applications
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Chapter 27
Orders in Nature: From Quantum to Classical
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Chapter 28
Systematic Methods for Determining the Continuous Transformation Groups Admitted by Differential Equations
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Chapter 29
Symmetry Breaking in Embryology and in Neurobiology
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Chapter 30
On Global Properties of Quantum Systems
Overall attention for this book and its chapters
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Book overview
1. Why We Believe in the Einstein Theory
2. The Role and Value of the Symmetry Principles and Einstein’s Contribution to their Recognition
3. Statistical Concepts in Einstein’s Physics
4. What are the True Building Blocks of Matter
5. Classification of Wigner Operators by a New Type of Weight Space Diagram
6. De Sitter Fibers and SO(3,2) Spectrum Generating Group for Hadrons
7. The Wigner-Racah Algebra for Finite and Compact Continuous Groups
8. Applications of Coherent States in Thermodynamics and Dynamics
9. The Application of Imbedding Theory to the Atomic Shell Model
10. Group Theory in Atomic and Molecular Physics
11. New Approach to Matrix Elements and Clebsch-Gordan Coefficients for Compact and Non-Compact Groups
12. Group Theory and the Interaction of Composite Nucleon Systems
13. Time Reversal in Dissipative Systems
14. Lie Groups, Quantum Mechanics, Many-Body Theory and Organic Chemistry
15. Symmetry and Variable Separation for the Helmholtz, Wave and Hamilton-Jacobi Equations
16. Review of the Group Theory Behind the Interacting Boson Model of the Nucleus
17. Remarks on the Algebraic Structure of Spontaneous Symmetry Breaking in Unified Gauge Theories
18. Symmetry Breaking and Far-from-Equilibrium Order
19. Finite Subgroups of the Lorentz Group and their Generating Functions
20. On Dynamical Symmetries in Relativistic Field Theories
21. On the Generalisation of the Gell-Mann-Nishijima Relation
22. Relativistic Dynamical Groups in Quantum Theory and Some Possible Applications
23. Generalized Coherent States
24. Spontaneous Symmetry Breaking in Bifurcation Problems
25. Time, Energy, Relativity, and Cosmology
26. Projections Operators for Semisimple Compact Lie Groups and their Applications
27. Orders in Nature: From Quantum to Classical
28. Systematic Methods for Determining the Continuous Transformation Groups Admitted by Differential Equations
29. Symmetry Breaking in Embryology and in Neurobiology
30. On Global Properties of Quantum Systems
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Performing Arts, Philosophy, Biology, History