We propose and prove a new polynomial identity that implies Schur's partition theorem. We give combinatorial interpretations of some of our expressions in the spirit of Kur\c{s}ung\"oz. We also present some related polynomial and $q$-series identities.
Combinatorial interpretations of two identities of Guo and Yang
Combinatorial approach to Andrews-Gordon and Bressoud type identities
The $\mathrm{A}_2$ Andrews-Gordon identities and cylindric partitions
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