Diane Y. H. Shi

Anti-lecture hall compositions and overpartitions

William Y. C. Chen, Doris D. M. Sang, Diane Y. H. Shi, 2011, J. Comb. Theory, Ser. A.

The Rogers–Ramanujan–Gordon theorem for overpartitions

Doris D. M. Sang, Diane Y. H. Shi, William Y. C. Chen, 2011, 1108.5792.

Orthogonal polynomials and connection to generalized Motzkin numbers for higher-order Euler polynomials

Diane Y. H. Shi, Lin Jiu, 2019, Journal of Number Theory.

Orthogonal Polynomials and Lattice Path Interpretation for Higher-order Euler Polynomials

Diane Y. H. Shi, Lin Jiu, 2017, 1711.07100.

Parity considerations in Rogers–Ramanujan–Gordon type overpartitions

Doris D. M. Sang, Diane Y. H. Shi, A. Yee, 2018, 1801.01642.

Involutions for Rogers-Ramanujan-Gordon Type Identities with Parity Restrictions

Doris D. M. Sang, Diane Y. H. Shi, William Y. C. Chen, 2010, 1004.4273.

Combinatorial proofs and generalization of Bringmann, Lovejoy and Mahlburg’s overpartition theorems

Doris D. M. Sang, Diane Y. H. Shi, 2020, The Ramanujan Journal.

Combinatorial Proofs of Two Overpartition Theorems Connected by a Universal Mock Theta Function

Doris D. M. Sang, Diane Y. H. Shi, 2018, 1801.02481.