2023年7月毕业于上海大学计算数学专业，获理学博士学位。主要从事材料科学中的相场模型，一类椭圆-退化抛物耦合方程组解的适定性研究。目前已发表学术论文4篇。

1. Xingzhi Bian, Liping Luan. Global solutions to a model with Dirichlet boundary conditions for interface motion by interface diffusion. Journal of Mathematical Physics, 2020, 61, 041503

2. Xue Han, Xingzhi Bian. Viscosity solutions to a new phase-field model with Neumann boundary condition for solid-solid phase transitions. Journal of Mathematical Analysis and Applications, 2020, 486(2).

3. Fan Wu, Xingzhi Bian, Lixian Zhao. Solutions to a phase-field model for martensitic phase transformations driven by configurational forces. Studies In Applied Mathematics, 2021, 146(3).

4. Lixian Zhao, Xingzhi Bian, Fang Cheng. Analysis for 3D degenerate Cahn-Larch model with periodic boundary conditions. Journal of Applied Analysis and Computation, 2020, 11(3).