Dynamical Groups And Spectrum Generating Algebras (In 2 Volumes)

כריכה קדמית
World Scientific, 1 בדצמ׳ 1988 - 1168 עמודים
This book contains comprehensive reviews and reprints on dynamical groups, spectrum generating algebras and spectrum supersymmetries, and their applications in atomic and molecular physics, nuclear physics, particle physics, and condensed matter physics. It is an important source for researchers as well as students who are doing courses on Quantum Mechanics and Advanced Quantum Mechanics.
 

תוכן

Part B Reprints
369
Table of Contents
v
Collective Nuclear States as Representations of a SU6 Group
553
Relationship between the Bohr Collective Hamiltonian and the InteractinjgBoson Model
557
Classical Limit of the InteractingBoson Model
561
Phase Transitions and the Geometric Properties of the Interacting Boson Model
565
The Structure of 196Pt and the O6 Limit
570
Dynamical Super symmetries in Nuclei
574
SL ̄4R Classification for Hardons
816
Majorana Representations of the Lorentz Group and InfiniteComponent Fields
824
SpinorType Fields with Linear Affine and General Coordinate Transformations
846
On GL4R ̄Covariant Extensions of the Dirac Equation
856
SL ̄4R World Spinors and Gravity
873
Quantum Geometry of Bosonic Strings
878
Quantum Geometry of Fermionic Strings
882
Covariant Description of Superstrings
885

U64 Dynamical Supersymmetry in Nuclei
578
Nuclear Structure of 195Pt
583
Interacting BosonFermion Model of Collective States in 066A Nuclei
598
Spectroscopy of the Platinum Isotopes and the Dynamical Supersymmetry U612
602
HoleHole and HoleParticle Representations of the Dynamical Symmetries of OddOdd Nuclei
612
On a Generalization of Quasispin to Monopole and Quadrupole Pairing
617
Fermion Dynamical Symmetries and the Nuclear Shell Model
622
An Introduction to Dual Models of Strong Interactions and their Physical Motivations
627
SpectrumGenerating Algebra and NoGhost Theorem for the NeveuSchwarz Model
670
The GroupTheoretical Basis of the Theory of the Massles Relativistic String
675
String Model of Hadrons and their Interactions
696
Derivation of the Mass and Spin Spectrum for Mesons and Baryons
712
The Relativistic Spherical Top
717
Vectorial and Spinorial Models
759
Relativistic Rotator I Quantum Observables and Constrained Hamiltonian Mechanics
773
Covariant Generalization of the Zitterbewegung of the Electron and Its SO42 and SO32 Internal Algebras
785
New Relativistic Generalization of the Heisenberg Commutation Relations
792
Quantum Relativistic Oscillator Modifying the Hamiltonian Formalism of the Relativistic String
796
Algebra and Physics of the Unitary MultiplicityFree Representations of SL ̄4R
808
Introduction to Superstrings
889
Anomaly Cancellations in Supersymmetric D 10 Gauge Theory and Superstring Theory
912
Remark Concerning the E8E8 and D16 String Theories
918
Heterotic String
922
KacMody and Virasoro Algebras in Relation to Quantum Physics
926
All Possible Generators of Supersymmetries of the SMatrix
987
LongRange Behavior of Nuclear Forces as a Manifestation of Supersymmetry in Nature
1005
Superconformal Quantum Mechanics
1009
Supersymmetry of the Pauli Equation in the Presence of a Magnetic Monopole
1037
Evidence from AlkaliMetalAtom Transition Probabilities for a Phenomenological Atomic Supersymmetry
1042
Spectrum Super Symmetries of Particles in a Coulomb Potential
1048
Constants of Motion for a Spin12 Particle in the Field of a Dyon
1072
The Symplectic Groups Their Parametrization and Cover
1076
Representations of the Algebra sp2R
1088
Reduction of a Class of 04 2 Representations with Respect to SO4 1 and SO3 2
1108
The Unitary Irreducible Representations of SL ̄3R
1116
Relativistic Rotator II The Simplest Representation Spaces
1130
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