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Infinity-Inner-Products on A-Infinity-Algebras | Thomas Tradler
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3 Aug 2001 | Subject: | Algebraic Topology | math.AT | Abstract: | In this paper the Hochschild-cochain-complex of an A-infinity-algebra A with values in an A-infinity-bimodule M over A and maps between them is defined. Then, an infinity-inner-product on A is defined to be an A-infinity-bimodule-map between A and its dual A*. There is a graph-complex associated to A-infinity-algebras with infinity-inner-product. | Source: | arXiv, math.AT/0108027 | Services: | Forum | Review | PDF | Favorites |
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