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On the Quantum K-Theory of the Quintic

By Stavros Garoufalidis and Emanuel Scheidegger
Quantum K-theory of a smooth projective variety at genus zero is a collection of integers that can be assembled into a generating series J(Q,q,t)J(Q,q,t) that satisfies a system of linear differential equations with respect to tt and qq-difference equations with respect to QQ. With some mild assumptions on the variety,... Show more
March 21, 2022
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On the Quantum K-Theory of the Quintic
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