女，1990.5出生，博士，讲师，硕士生导师。2014年9月至2019年6月在南开大学组合数学中心学习，获得博士学位；2019年7月起任教于浙江理工大学。主要从事经典组合数学、基本超几何级数相关领域的研究，研究内容包括仿theta函数，Hecke类型级数，Rogers-Ramanujan类型等式与整数分拆等。主持国家自然科学基金项目1项，参与省部级项目。在Ramanujan Journal, International Journal of Number Theory等本领域国际知名期刊发表论文数篇。
电子邮箱：haolijun152@163.com
研究领域
1. 经典组合学（组合恒等式，组合序列，整数分拆）
2. 基本超几何级数
3. 特殊函数（椭圆函数及相关的特殊函数）
主持项目情况
1. 关于仿theta函数性质的相关研究，国家自然科学基金青年基金。
发表论文情况
1. Li-Jun Hao and Lan Xia, The Bailey transform and the Hecke type series, International Journal of Number Theory, 2025, accepted.
2. Li-Jun Hao, Xueya Kuai and Lan Xia, Generalizations of Rogers-Ramanujan type identities, The Ramanujan Journal. 2024, 65(2)： 797-819.
3. Li-Jun Hao and Liang-Liang Xu, Eulerian series as Hecke-type double sums through the transformation formulas, International Journal of Number Theory, 2024, 20(9): 2415-2451
4. Li-Jun Hao; New proofs for three identities of seventh order mock theta functions, Aims Mathematics, 2023, 8(2): 4806-4813.
5.Li-Jun Hao and Liang-Liang Xu, Some new transformation formulars for q-series through
the Bailey transform. Advances in Pure Mathematics, 2023, 13(10) 651-661.
6. Su-Ping Cui; Nancy S.S. Gu; Li-Jun Hao*; On second and eighth order mock theta functions, The Ramanujan Journal, 2019, 50 (2): 393-422.
7. Nancy S.S. Gu and Li-Jun Hao; On some new mock theta functions, Journal of the Australian Mathematical Society, 2019, 107 (1): 53-66.
8. Shane Chern and Li-Jun Hao; Congruences for partition functions related to mock theta functions, The Ramanujan Journal, 2019, 48 (2): 369-384.
9. Nancy S.S. Gu and Li-Jun Hao; Bijections for Rota-Baxter words and Schröder paths, Colloquium Mathematicum, 2018, 153 (1): 103-119.
10. Su-Ping Cui, Nancy S.S. Gu and Li-Jun Hao; Congruences for some partitions related to mock theta functions, International Journal of Number Theory, 2018, 14 (4): 1055-1071.
