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Publication

2013 - publisher not identified, New York, N.Y.?, New York (State)

Language

English

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0 words, Guess

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0 pages

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Description

We develop some basic homological theory of hopfological algebra as defined by Khovanov. A simplicial bar resolution for an arbitrary hopfological module is constructed, and some derived analogue of Morita theory is established. We also discuss about some special classes of examples that appear naturally in categorification.

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