Symmetries in Science II

Table of Contents

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   Book Overview
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   Chapter 1 The Mysterious World of Symmetry in Physics
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   Chapter 2 De Sitter Structured Connection and Gauge Translations
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   Chapter 3 The Algebraic Approach to Scattering and the “Euclidean Connection”
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   Chapter 4 Symmetry and Dynamics: Two Distinct Methodologies from Kepler to Supersymmetry
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   Chapter 5 Topological Concepts in Nuclear Physics: The Deuteron as a Bi-Skyrmion
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   Chapter 6 QCD and Nuclear Structure
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   Chapter 7 Quantum Mechanics and Spectrum Generating Groups and Supergroups
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   Chapter 8 Symmetries in Heavy Nuclei and the Proton-Neutron Interaction
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    Chapter 9 Time Symmetry and the Theory of Measurement
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    Chapter 10 Symmetry and Topology of the Configuration Space and Quantization
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    Chapter 11 Algebraic Realization of the Rotor
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    Chapter 12 Special Functions and Representations of su(2)
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    Chapter 13 The FDS (Fermion Dynamical Symmetry) Model, Nuclear Shell Model and Collective Nuclear Structure Physics*
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    Chapter 14 Dynamical Supersymmetric Dirac Hamiltonians
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    Chapter 15 Finite Dimensional Indecomposable Representations of the Poincare Algebra
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    Chapter 16 On the Behaviour of Solutions of the Laplace-Beltrami Equations*
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    Chapter 17 Algebraic Structures of Degenerate Systems, Physical Requirements and the Indefinite Metric
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    Chapter 18 Broken Symmetry and the Accelerated Observer
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    Chapter 19 Quantum Theory of the Free Electromagnetic Field
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    Chapter 20 Dynamic Symmetries in Scattering
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    Chapter 21 Factorization-Algebraization-Path Integration and Dynamical Groups
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    Chapter 22 Classification of Operators in Atomic Spectroscopy by Lie Groups
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    Chapter 23 An Introduction to Squeezed States
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    Chapter 24 On Geometry of Phenomenological Thermodynamics
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    Chapter 25 On Projections of Spinor Spaces onto Minkowski Space
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    Chapter 26 s.d.g. IBM and the Embedding Method
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    Chapter 27 Are the Dirac Strings Harmless?
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    Chapter 28 Physical Models on Discrete Space and Time
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    Chapter 29 The Many Symmetries of Hubbard Alternant Polyenes
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    Chapter 30 Symmetries and Polarization
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    Chapter 31 Boson Realization of Symplectic Algebras and the Matrix Representation of their Generators
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    Chapter 32 Integral Transforms on Homogeneous Spaces of the de Sitter and Conformal Groups
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    Chapter 33 Vector-Scalar Version of the Dirac Lagrangian
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    Chapter 34 Double Covering of Diffeomorphisms for Superstrings in Generic Curved Space
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    Chapter 35 Systems, Subsystems and Induced Representations
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    Chapter 36 Symmetry Between Bosons and Fermions
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    Chapter 37 General Dynkin Indices and Their Applications
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    Chapter 38 Group Theoretical Approaches to Many-Electron Correlation Problem
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    Chapter 39 On the Representations of the Basic Lie Superalgebras: Gel’fand Zetlin Basis for sl(1,n)
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    Chapter 40 The Use of Symmetry in Molecular Ab-Initio SCF Calculations
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    Chapter 41 “Clifford Algebraic Symmetries in Physics”
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    Chapter 42 Squeezed States and Quadratic Hamiltonians: A Wigner Distribution Approach
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    Chapter 43 Light and Group Theory
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    Chapter 44 Symmetry-Adaptation and Selection Rules for Effective Crystal Field Hamiltonians
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    Chapter 45 Symmetry-Breaking in Biological Cells
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    Chapter 46 A Non-Equilibrium Theory for Phase Transitions and the Expanding Universe
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    Chapter 47 Symmetries and Special Functions
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    Chapter 48 Observable Manifestations of Invariance in Condensed Matter and Biological Systems
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    Chapter 49 Relativistic Scattering of Composite Particles
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    Chapter 50 Empirical Evidences for Fermion Dynamical Symmetries in Nuclei
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    Chapter 51 SO(2ℓ + 1) ⊃ ? ⊃ SO L (3) in Group Chains for L-S Coupling
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    Chapter 52 The Supersymmetry of the Dirac-Yand-Mills Operator and Some Applications