Upper bounds on Kronecker coefficients with few rows

Published 25 Feb 2020 in math.CO and math.RT | (2002.10956v2)

Abstract: We present three different upper bounds for Kronecker coefficients $g(\lambda,\mu,\nu)$ in terms of Kostka numbers, contingency tables and Littlewood--Richardson coefficients. We then give various examples, asymptotic applications, and compare them with existing lower bounds.

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