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TitleDifferential Geometric Methods in Mathematical Physics [electronic resource] : Proceedings of an International Conference Held at the Technical University of Clausthal, FRG, August 30-September 2, 1983 / edited by Heinz-Dietrich Doebner, Jรถrg-Dieter Hennig
ImprintBerlin, Heidelberg : Springer Berlin Heidelberg, 1985
Connect tohttp://dx.doi.org/10.1007/BFb0074572
Descript VIII, 344 p. online resource

CONTENT

The work of Steven M. Paneitz -- Indecomposable finite dimensional representations of the poincare group and associated fields -- The energy momentum mapping of the lagrange top -- On the momentum mapping in field theory -- An axiomatic characterization of the poincare-cartan form for second order variational problems -- Energy level distributions and chaos in quantum mechanics -- Quasi-*-algebras and general weyl quantization -- Geometry of dynamical systems with time-dependent constraints and time-dependent hamiltonians: An approach toward quantization -- Regularity aspects of the quantized perturbative S-matrix in 4-dimensional space-time -- Curvature forms with singularities and non-integral characteristic classes -- Yang-mills aspects of poincarรฉ gauge theories -- Supermanifolds and Berezin's new integral -- Spontaneous compactification and fermion chirality -- Off-shell extended supergravity in extended superspace -- Completely integrable systems of KdV-type related to isospectral periodic regular difference operators -- Non-linear techniques in two dimensional grassmannian Sigma models -- A geometrical obstruction to the existence of two totally umbilical complementary foliations in compact manifolds -- Einstein equations without killing vectors, non-linear sigma models and self-dual yang-mills theory -- Locality and uniformity in global elasticity -- Differential geometrical approach to the theory of amorphous solids -- The ising model on finitely generated groups and the braid group


Mathematics Differential geometry Physics Mathematics Differential Geometry Theoretical Mathematical and Computational Physics



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