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- W2890630963 abstract "The product of local operators in a topological quantum field theory in dimension greater than one is commutative, as is more generally the product of extended operators of codimension greater than one. In theories of cohomological type these commutative products are accompanied by secondary operations, which capture linking or braiding of operators, and behave as (graded) Poisson brackets with respect to the primary product. We describe the mathematical structures involved and illustrate this general phenomenon in a range of physical examples arising from supersymmetric field theories in spacetime dimension two, three, and four. In the Rozansky-Witten twist of three-dimensional N=4 theories, this gives an intrinsic realization of the holomorphic symplectic structure of the moduli space of vacua. We further give a simple mathematical derivation of the assertion that introducing an Omega-background precisely deformation quantizes this structure. We then study the secondary product structure of extended operators, which subsumes that of local operators but is often much richer. We calculate interesting cases of secondary brackets of line operators in Rozansky-Witten theories and in four-dimensional N=4 super Yang-Mills theories, measuring the noncommutativity of the spherical category in the geometric Langlands program." @default.
- W2890630963 created "2018-09-27" @default.
- W2890630963 creator A5000321382 @default.
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- W2890630963 date "2018-08-31" @default.
- W2890630963 modified "2023-09-28" @default.
- W2890630963 title "Secondary products in supersymmetric field theory" @default.
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- W2890630963 cites W1535472883 @default.
- W2890630963 cites W1584926180 @default.
- W2890630963 cites W1613315395 @default.
- W2890630963 cites W1655125082 @default.
- W2890630963 cites W1669705256 @default.
- W2890630963 cites W1777579202 @default.
- W2890630963 cites W1817976406 @default.
- W2890630963 cites W1830697900 @default.
- W2890630963 cites W1940562746 @default.
- W2890630963 cites W1945664800 @default.
- W2890630963 cites W1963769791 @default.
- W2890630963 cites W1971509177 @default.
- W2890630963 cites W1976431822 @default.
- W2890630963 cites W1983759223 @default.
- W2890630963 cites W1984373628 @default.
- W2890630963 cites W1986524321 @default.
- W2890630963 cites W1987595829 @default.
- W2890630963 cites W1988397877 @default.
- W2890630963 cites W1989453622 @default.
- W2890630963 cites W1992498549 @default.
- W2890630963 cites W1998166934 @default.
- W2890630963 cites W2006312843 @default.
- W2890630963 cites W2006482861 @default.
- W2890630963 cites W2008300300 @default.
- W2890630963 cites W2012475463 @default.
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- W2890630963 cites W2103334171 @default.
- W2890630963 cites W2111797674 @default.
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- W2890630963 cites W2150829394 @default.
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