Group theoretical methods in physics : fourth international colloquium, Nijmegen 1975

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Detalhes bibliográficos
Autor principal: Janner, Aloysio, 1928-
Autor Corporativo: International colloquium on group theoretical methods in physics (Autor)
Outros Autores: Janssen, Ted, 1936- (Diretor de publicação), Boon, Michael, 1934- (Diretor de publicação)
Formato: Livre numérique
Idioma:Anglais
Français
Publicado em: Berlin [etc.] : Springer [20..].
Cham : Springer Nature
coleção:Lecture notes in physics 50
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Autres localisations: Voir dans le Sudoc
Edition sous un autre format:• Group theoretical methods in physics, fourth international colloquium, Nijmegen, 1975, edited by A. Janner, T. Janssen, and M. Boon, 1976, Berlin [etc.], Springer-Verlag, 1 vol. (XIII-627 p.), Lecture notes in physics, 3-540-07789-8
• Group Theoretical Methods in Physics, Texte imprimé, 9783662170786
Sumário:
  • Magnetic monopoles and non-abelian gauge groups
  • Present status of supersymmetry
  • Monopole theories with strings and their applications to meson states
  • Quarks and the Poincare group SU(6) x SU(3) as a classification group for baryons
  • Wave equations for extended hadrons
  • Covariance principle and covariance group in presence of external E.M. Fields
  • Dynamical SU(3) model for strong interactions and ? particles
  • Local and global equivalence of projective representations
  • Invariant e'quations on the fibre bundles
  • Gauge groups in local field theory and superselection rules
  • The algebraic method in representation theory
  • Geometric quantization and graded Lie algebras
  • Construction explicite de l'indice de Maslov. Applications
  • Twistor theory and geometric quantization
  • Quantisation as deformation theory,
  • Relativistic canonical systems: A geometric approach to their space-time structure and symmetries
  • Propagators in quantum mechanics on multiply connected spaces
  • On the quantisation of the Kepler manifold
  • On wave functions in geometric quantization
  • Dynamical prequantization, spectrum-generating algebras and the classical Kepler and harmonic oscillator problems
  • Weyl quantisation on a sphere
  • Conformal group, quantization, and the Kepler problem
  • Exceptional groups and elementary particles
  • A propos des brisures spontanés de symétrie
  • Geometry of generalized coherent states
  • Coherent states for boson systems in quantum field theory and statistical mechanics
  • Coherent states and Pippard networks
  • The algebraic approach to nuclear structure problems
  • Lie Groups and the Jahn-Teller Effect for a Color Center
  • Symmetries and statistics in nuclear physics
  • Group theory in polymer physics
  • Group theoretical approach to bloch electrons inantiferromagnets
  • U (5) ? O (5 )? o (3) and the exact solution for the problem of quadrupole vibrations of the nucleus
  • Wave vector selection rules for space groups
  • A chemist looks at the structure of symmetry groups
  • Cacnonical transformations and gaussian integral kernels in nuclear physics
  • Crystals as dynamical systems : A new class of models
  • Non linear canonical transformations and their representations in quantum mechanics
  • Invariance groups of young operators; pauling numbers
  • Applications of Group Theory to Nuclear Reactions : A Critical Survey
  • The canonical resolution of the multiplicity problem for U(3): An explicit and complete constructive solution
  • On space-time groups
  • Frame's conjugating representation and group extensions
  • Symmetries of differential equations in mathematical physics
  • On the determination of factor systems of PUA representations
  • Complex extension of the representation of the symplectic group associated with the canonical commutation relations
  • Continuous unitary projective representations of Polish groups: The BMS-group
  • The Hilbert space L2(SU(2)) as a representation space for the group (SU(2) . SU(2)) ? S2
  • Induction from a normal nilpotent subgroup
  • Spinor representations
  • Weight multiplicities for the classical groups
  • Casimir operators of subalgebras of the Poincare Lie algebra and of real Lie algebras of low dimension
  • The maximal solvable subalgebras of the real classical lie algebras. II
  • Physics and deformation theory of finite and infinite Lie algebras
  • Wigner 3j-symbols and the Lorentz group
  • Description of symmetries in indefinite metric spaces
  • Partial diagonalization of Bethe-Salpeter type equations
  • Group structure for classical lattice systems of arbitrary spin
  • EquivalentLagrangians and quasicanonical transformations
  • Group theory of massless Boson fields
  • Some considerations about Nelson's derivation of Schroedinger equation
  • The Galilean components of a position operator for the photon
  • Group theoretic aspects of Gibbs space
  • Approximate symmetry
  • Cohomology of the action differential forms
  • Correlation inequalities in a class of lattice systems in statistical mechanics
  • What is so special about relativity ?.