Differential geometric methods in mathematical physics : proceedings of the 14th international conference held in Salamanca, Spain, June 24-29, 1985 / edited by P.L. García and A. Pérez-Rendón.
Contributor(s): García Pérez, Pedro Luis
| Pérez-Rendón, A
| International Conference on Differential Geometric Methods in Mathematical Physics (14th : 1985 : Salamanca, Spain)
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Includes bibliographical references.
Superalgebras and supermanifolds: O. Snchez-Valenzuela, S. Sternberg: The automorphism group of a Hermitian superalgebra. A. Crumeyrolle: Le principe de trialit, le principe d'interaction et les algbres de Lie gradues orthosymplectiques. M. Batchelor: Graded manifolds and pairs -- Superfield Theory: Y. Choquet-Bruhat: Mathematics for classical supergravities. U. Bruzzo: Lagrangian Gauge Theories on supermanifolds. A. Lpez Almorox: Supergauge theories in graded manifolds. J. Muoz Masqu, D.H. Ruiprez: Variational berezinian problems and their relationship with graded variational problems -- Classical and quantized field theory: R. Kerner: Cosmology and Kaluza-Klein Theories. Y. Ne'eman: Strings: from hadron dual models to gravity, unification and the structure of space-time. C. Duval: The Dirac and Levy-Leblond equations and geometric quantization. J.D. Mc Crea: Poincar gauge theory of gravitation: foundations, exact solutions and applications of computer algebra -- Differential Geometric Techniques: M. Modugno: Systems of vector valued forms on a fibred manifold and applications to gauge theories. J.A. Pereira da Silva: Essential extensions of some infinite dimensional Lie algebras. J. Gmez, F. Varela: Sur certaines expressions globales d'une forme volume.
The focal topic of the 14th International Conference on Differential Geometric Methods was that of mathematical problems in classical field theory and the emphasis of the resulting proceedings volume is on superfield theory and related topics, and classical and quantized fields.
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