A Strong Coupling Test of S-Duality
arXiv:hep-th/9408074 · doi:10.1016/0550-3213(94)90097-3
Abstract
By studying the partition function of topologically twisted supersymmetric Yang-Mills on four-manifolds, we make an exact strong coupling test of the Montonen-Olive strong-weak duality conjecture. Unexpected and exciting links are found with two-dimensional rational conformal field theory.
114 pages (some minor changes)
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Cited by in corpus (471)
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- Mock modularity at work, or black holes in a forest
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- Topological gauge theories with antisymmetric tensor matter fields
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- On Matrix Models of M5-branes
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- Branes and DAHA Representations
- Flags of sheaves, quivers and symmetric polynomials
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- Abelian reductions of deformed SYM
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- Flavor deformations and supersymmetry enhancement in theories
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- Fluctons
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- BPS Equations in Omega-deformed N=4 Super Yang-Mills Theory
- Anti-symmetric rank-2 Matter Field on Superspace for N_{T}=2
- S-Duality in N=4 Yang-Mills Theories
- Yang-Mills on the Lattice
- Duality and Combinatorics of Long Strings in ADS3
- Hilbert schemes, Verma modules and spectral functions of hyperbolic geometry with application to quantum invariants
- The four dimensional Yang--Mills partition function in the vicinity of the vacuum
- New Reflections on Gravitational Duality