AL TRAUTMAN ANDRZEJ ET (EN) — SPINORS IN PHYSICS AND GEOMETRY

SPINORS IN PHYSICS AND GEOMETRY краткое содержание

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This conference brought together physicists and mathematicians working on spinors, which have played an important role in recent research on supersymmetry, Kaluza-Klein theories, twistors and general relativity.Contents:Killing Spinors According to O Hijazi and Applications (A Lichnerowicz)Self-Duality Conditions Satisfied by the Spin Connections on Spheres (J Rawnsley)Maslov Index and Half-Forms (M Cahen)Spin-3/2 Field on Black Hole Spacetimes (P Aichelburg)Indecomposable Conformal Spinors and Operator Product Expansions in a Massless QED Model (Y S Stanev & I T Todorov)Nonlinear Spinor Representations (R Raçka)Nonlinear Wave Equations for Intrinsic Spinor Coordinates (P Furlan)Twistors-“Spinors” of SU(2,2), Their Generalizations and Achievements (J Niederle)Spinors, Reflections and Clifford Algebras: A Review (R Coquereaux)SL (n,R) Spinors for Particles, Gravity and Superstrings (Dj Šijački)Spinors on Compact Riemann Surfaces (C Reina)Simple Spinors as Urfelder (E Caianiello)Applications of Cartan Spinors to Differential Geometry in Higher Dimensions (L P Hughston)Killing Spinors on Spheres and Projective Spaces (S Gutt)Spinor Structures on Homogeneous Riemann Spaces (L Dabroswki & A Trautman)Classical Strings and Minimal Surfaces (H Urbantke)Representing Spinors with Differential Forms (I M Benn & R W Tucker)Inequalities for Spinors Norms in Clifford Algebras (G N Hile & P Lounesto)The Importance of Spin (A O Barut)The Theory of World Spinors (Y Ne'eman)Readership: Theoretical physicists and mathematicians.