[9] Y.H. Chen and Thomas Y. He, A bijection related to Bressoud's conjecture, arXiv 2405.19918.

[8] Y.H. Chen, T.T. Gu, Thomas Y. He, F. Tang and J.J. Wei, An overpartition analogue of Bressoud's conjecture for even moduli, to appear in The Ramanujan Journal.

[7] Y.H. Chen, Thomas Y. He, F. Tang and J.J. Wei, Some Separable integer partition classes, International Journal of Number Theory, 20 (5) (2024) 1353-1371.

[6] Thomas Y. He and Alice X.H. Zhao, New companions to the generations of the Gollnitz-Gordon identities, The Ramanujan Journal,  61 (2023) 1077-1120.

[5] Thomas Y. He, Kathy Q. Ji and Alice X.H. Zhao, Overpartitions and Bressoud's Conjecture, II, European Journal of Combinatorics, 118 (2024) 103937.

[4] Thomas Y.He, Kathy Q.Ji and Alice X.H.Zhao, Overpartitions and Bressoud's Conjecture, I, Advances in Mathematics, 404 (2022) 108449.

[3] Thomas Y. He, Kathy Q. Ji, Allison Y.F. Wang and Alice X.H. Zhao, An overpartition analogue of the Andrews-Gollnitz-Gordon theorem, Journal of Combinatorial Theory, Series A, 166  (2019) 254-296.

[2] Thomas Yao He, Allison YiFang Wang and Alice XiaoHua Zhao, The Bressoud-Gollnitz-Gordon Theorem for Overpartitions of Even Moduli, Taiwanese Journal of Mathematics, 21(6) (2017) 1233-1263.

[1] Thomas Y. He, Kathy Q. Ji and Wenston J.T. Zang, Bilateral truncated Jacobi's identity, European Journal of Combinatorics,  51 (2016) 255-267.