Shane Chern
Published 2017-10-28Version 1
Recently, Andrews and Yee studied two-variable generalizations of two identities involving partition functions $p_\omega(n)$ and $p_\nu(q)$ introduced by Andrews, Dixit and Yee. In this paper, we present a combinatorial proof of an interesting identity in their work.
Beck-type identities: new combinatorial proofs and a theorem for parts congruent to $t$ mod $r$
A combinatorial proof of Sun's "curious" identity
A combinatorial proof of the Alladi-Gordon key identity for Schur's partition theorem
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