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On some algebraic properties of the quantum
homology
Yaron Ostrover
(MIT)
April 18, 2008
In this talk we discuss certain algebraic properties of the quantum homology
algebra of toric Fano manifolds. In particular, we describe an easily-verified
sufficient condition for the semi-simplicity of the quantum homology. Moreover, we provide some examples of toric Fano manifolds for which the quantum homology is not semi-simple. (This is a joint work with Ilya Tyomkin.)
1:00 p.m.
Math 520
Columbia University
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