Although the Seiberg Witten invariant was originally introduced for four manifolds, its three dimensional version is also interesting. After a brief discussion on the definition of the Seiberg Witten invariant on three manifolds we will see some results from literature equating this invariant to some known invariants of three manifolds.

Location:	C304 Wells Hall
Price:	free
Sponsor:	Department of Mathematics
Contact:	Department of Mathematics (517) 353-0844
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