Eric H. Liu

collaborators

2 papers

math.NT2026

A proof of Andrews-El Bachraoui's conjecture on the parity of coefficients of a $q$ -series

Eric H. Liu, Ernest X. W. Xia

Recently, Andrews and El Bachraoui studied a partition function $s_{1} (n)$ , which counts the number of two-color partitions into distinct parts of $n$ whose smallest part occurs in o…

math.CO2022

Proofs of some conjectures of Chan-Mao-Osburn on Beck's partition statistics

Liuxin Jin, Eric H. Liu, Ernest X. W. Xia

Recently, George Beck introduced two partition statistics $N T (m, j, n)$ and $M_{ω} (m, j, n)$ , which denote the total number of parts in the partition of $n$ with rank congruent to $m$ mo…

A proof of Andrews-El Bachraoui's conjecture on the parity of coefficients of a q-series

Proofs of some conjectures of Chan-Mao-Osburn on Beck's partition statistics

A proof of Andrews-El Bachraoui's conjecture on the parity of coefficients of a $q$ -series