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AbstractAbstract
[en] A conjecture relating instanton calculus in four dimensional supersymmetric theories and the deformation theory of Lagrangian submanifolds in C2r invariant under a (subgroup of) Sp(2r,Z) is formulated. This is a four dimensional counterpart of the mirror symmetry of topological strings (relating Gromov-Witten invariants and generalized variations of Hodge structure). (orig.)
Primary Subject
Source
32. international symposium Ahrenshoop on the theory of elementary particles; Buckow (Germany); 1-5 Sep 1998; 12 refs.
Record Type
Journal Article
Literature Type
Conference
Journal
Country of publication
4D MIRROR SYMMETRY, 4D SUPERSYMMETRIC THEORIES, C2R INVARIANCE, DEFORMATION THEORY, DISCRETE SYMMETRIES, DONALDSON-WITTEN THEORY, GROMOV-WITTEN INVARIANTS, HODGE STRUCTURE, INSTANTONS, LAGRANGIAN FIELD THEORY, LAGRANGIAN SUBMANIFOLDS, QUASIPARTICLES, SP(2R,Z) SUBGROUP, STRING THEORY, SU(N, SU(N) THEORY, SUPERSYMMETRIC FIELD THEORY, TOPOLOGICAL STRINGS, TOPOLOGY
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