高晋

姓名：高晋

职称：讲师

邮箱：gaojin@hznu.edu.cn

个人简介：2020.08博士毕业于清华大学数学系，2019.02-2019.08美国伊利诺伊大学香槟分校访学，2020.09-至今就职于杭州师范大学数学学院

研究方向：热核估计、分形分析

教学与课程：《高等数学A\B\C》

科研项目：

1. 浙江省自然科学基金青年项目，度量测度空间上基于狄氏型和p-energy型的热核理论研究，2025.01-2026.12，主持

2. 国家自然科学基金面上项目，热核及其相关问题的理论研究，2023.01-2026.12，参与

论文列表：

1. Jin Gao, Meng Yang. Hölder regularity of harmonic functions on metric measure spaces, Adv. Math. , 488:110797, 2026.

2. Jin Gao, Zhenyu Yu and Junda Zhang. Heat kernel-based p-energy norms on metric measure    spaces, Math. Proc. Camb. Phil. Soc., Published online:1-44, 2026.

3. Aobo Chen, Jin Gao, Zhenyu Yu and Junda Zhang. p-energy norms on scale-irregular Vicsek sets. J. Fractal Geom., 13(1-2):37–85, 2026.

4. Diwen Chang, Jin Gao, Zhenyu Yu and Junda Zhang. Weak monotonicity property of Korevaar-Schoen norms on nested fractals, J. Math. Anal. Appl., 540:128623, 2024.

5. Jin Gao, Zhenyu Yu and Junda Zhang. Convergence of p-energy Forms on Homogeneous p.c.f

self-similar Sets. Potential Anal., 59 (4):1851–1874, 2023.

6. Jin Gao, Zhenyu Yu and Junda Zhang. Convergence of Dirichlet forms and Besov norms on scale irregular Sierpinski gaskets. Fractals, 30(7):225016, 2022.

7. Jin Gao. Davies method for heat kernel upper bounds of non-local Dirichlet forms on ultra-metric spaces, Acta Math. Sci., 40B(5):1240-1248, 2020.

Lijia Han, Jin Gao. Stability of solitary waves for the generalized nonautonomous dual-power nonlinear Schrodinger equations with time-dependent coefficients, Commun. Nonlinear Sci. Numer. Simul., 42: 520-531, 20