Jane Y. X. Yang

collaborators

2 papers

math.CO2018

Combinatorial proofs for identities related to generalizations of the mock theta functions $ω (q)$ and $ν (q)$

Frank Z. K. Li, Jane Y. X. Yang

The two partition functions $p_{ω} (n)$ and $p_{ν} (n)$ were introduced by Andrews, Dixit and Yee, which are related to the third order mock theta functions $ω (q)$ and $ν (q)$ , respective…

math.CO2018

Combinatorial proofs and generalizations of conjectures related to Euler's partition theorem

Jane Y. X. Yang

In a recent work, Andrews gave analytic proofs of two conjectures concerning some variations of two combinatorial identities between partitions of a positive integer into odd parts…

Combinatorial proofs for identities related to generalizations of the mock theta functions ω(q) and ν(q)

Combinatorial proofs and generalizations of conjectures related to Euler's partition theorem

Combinatorial proofs for identities related to generalizations of the mock theta functions $ω (q)$ and $ν (q)$