Flag varieties and the HOMFLY polynomial II
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Tue, 17/02/2009 15:45 |
Jacob Rasmussen (Cambridge) |
Algebraic and Symplectic Geometry Seminar |
L3 |
Khovanov homology is an invariant of knots in . In its original form,
it is a "homological version of the Jones polynomial"; Khovanov and
Rozansky have generalized it to other knot polynomials, including the
HOMFLY polynomial.
In the second talk, I'll discuss how Khovanov homology and its generalizations lead to a relation between the HOMFLY polynomial and the topology of flag varieties. |
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. In its original form,
it is a "homological version of the Jones polynomial"; Khovanov and
Rozansky have generalized it to other knot polynomials, including the
HOMFLY polynomial.
In the second talk, I'll discuss how Khovanov homology and its generalizations lead to a relation between the HOMFLY polynomial and the topology of flag varieties.