Benjamin Dequêne

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20222026

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math.CO2024

An extended generalization of RSK correspondence via $A$ type quiver representations

Benjamin Dequêne

Let $λ = (λ_{1} ⩾ \dots ⩾ λ_{k} > 0)$ . For any $c$ Coxeter element of $S_{λ_{1} + k - 1}$ , we construct a bijection from fillings of $λ$ to reverse plane partitions…

math.CO2024

An extended generalization of RSK via the combinatorics of type $A$ quiver representations

Benjamin Dequêne

The classical Robinson--Schensted--Knuth correspondence is a bijection from nonnegative integer matrices to pairs of semi-standard Young tableaux. Based on the work of, among other…

An extended generalization of RSK correspondence via A type quiver representations

An extended generalization of RSK via the combinatorics of type A quiver representations

An extended generalization of RSK correspondence via $A$ type quiver representations

An extended generalization of RSK via the combinatorics of type $A$ quiver representations