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Quantum Integrability and Generalised Quantum Schubert Calculus

Published 20 Aug 2014 in math.RT, math.AG, math.KT, math.QA, and nlin.SI | (1408.4718v4)

Abstract: We introduce and study a new mathematical structure in the generalised (quantum) cohomology theory for Grassmannians. Namely, we relate the Schubert calculus to a quantum integrable system known in the physics literature as the asymmetric six-vertex model. Our approach offers a new perspective on already established and well-studied special cases, for example equivariant K-theory, and in addition allows us to formulate a conjecture on the so-far unknown case of quantum equivariant K-theory.

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