A simple algorithm for extending the identities for quantum minors to the multiparametric case

TL;DR

This paper introduces a straightforward algorithm that generalizes identities for quantum minors to the multiparametric case, expanding the applicability of such identities in quantum algebra.

Contribution

The paper presents a simple algorithm that extends identities for quantum minors to the multiparametric setting, a novel generalization in quantum algebra.

Findings

Provides a method to derive identities between P,Q-minors from q-minor identities

Extends classical quantum minor identities to multiparametric cases

Simplifies the process of establishing identities in quantum algebra

Abstract

For any homogeneous identity between $q$-minors, we provide an identity between $P,Q$-minors.