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Abelian Gauge Theory, Knots and Odd Khovanov Homology (1508.07650v1)

Published 31 Aug 2015 in math.GT and math.DG

Abstract: A homological invariant of 3-manifolds is defined, using abelian Yang-Mills gauge theory. It is shown that the construction, in an appropriate sense, is functorial with respect to the families of 4-dimensional cobordisms. This construction and its functoriality are used to define several link invariants. The strongest version of these invariants has the form of a filtered chain complex that can recover Khovanov homology of the mirror image as a bi-graded group.

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