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AbstractAbstract
[en] We define the topological free energy for string compactifications, which is relevant for the discussion of perturbative as well as non-perturbative effects in string theory. This moduli-dependent functional, originating from the integration over massive string models, is determined by automorphic functions of the target-space duality group. We explicitly construct these automorphic functions for symmetric orbifold and Calabi-Yau compactification. (orig.)
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CONTRACT DOE-AT03-88ER40384,TASK E
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Journal Article
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AXIONS, CHARGED PARTICLES, CHIRALITY, COMPACTIFICATION, DUALITY, FREE ENERGY, FUNCTIONALS, KALUZA-KLEIN THEORY, MASS SPECTRA, MASSLESS PARTICLES, METRICS, ORBITS, PARTITION FUNCTIONS, PERTURBATION THEORY, POTENTIALS, QUASI PARTICLES, REST MASS, RIEMANN SPACE, SCALAR FIELDS, SMOOTH MANIFOLDS, SO-2 GROUPS, SO-4 GROUPS, SO-6 GROUPS, STRING MODELS, SU-2 GROUPS, SUPERGRAVITY, SUPERSYMMETRY, TOPOLOGY, U-1 GROUPS
BOSONS, ELEMENTARY PARTICLES, ENERGY, EXTENDED PARTICLE MODEL, FIELD THEORIES, FUNCTIONS, GOLDSTONE BOSONS, LIE GROUPS, MASS, MATHEMATICAL MANIFOLDS, MATHEMATICAL MODELS, MATHEMATICAL SPACE, MATHEMATICS, PARTICLE MODELS, PARTICLE PROPERTIES, PHYSICAL PROPERTIES, POSTULATED PARTICLES, SO GROUPS, SPACE, SPECTRA, SU GROUPS, SYMMETRY, SYMMETRY GROUPS, THERMODYNAMIC PROPERTIES, U GROUPS, UNIFIED-FIELD THEORIES
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