个人简历

张毅超，男，汉族，1980年生。哈尔滨工业大学数学学院、数学研究院教授。
荣誉称号
2015年，青年拔尖教授
工作经历
2010.10 - 2011.07
Pohang University of Science and Technology, Researcher
2011.08 - 2014.08
the University of Connecticut, Post Doctor
2014.08 - 2015.05
the University of Arizona, Visiting Assitant Professor
2015.06 - present
Harbin Institute of Technology, Professor
教育经历
1999-2003, Peking University, Bachelor (Major in Pure Mathematics)
2004-2010, University of Toronto, Ph.D. (Mathematics)
讲授课程(Courses Taught and Teaching)
已授课程 Courses Taught:
2008-2009 Applied Linear Algebra, Linear Algebra (University of Toronto)
2011-2014 Calculus II, Honors Calculus II, Multivariable Calculus, Honors Multivariable Calculus, Ordinary Differential Equations, Abstract Algebra I, Introduction to Number Theory, Independent Study (the University of Connecticut)
2014-2015 Calculus II (the University of Arizona)
2015-2018 Calculus, Elementary Number Theory (Harbin Institute of Technology)
正在讲授课程 Courses Teaching:
Calculus (Harbin Institute of Technology)
招生信息
招收数论方向的博士研究生和硕士研究生。要求
对数论感兴趣，对数论领域有初步了解。
基础数学功底扎实，各门基础数学课程成绩优良，包括数学分析、高等代数、实变和复变函数、抽象代数（群环域模理论）等。

研究领域

"Number Theory

近期论文

KERNELS FOR PRODUCTS OF HILBERT L-FUNCTIONS
An isomorphism for spaces of modular forms of half-integral weight
Eigenform product identities for Hilbert modular forms
On sign changes of Fourier coefficients of modular forms
Cohomology of $extrm{SL}_2$ and related structures
Divisibility properties for weakly holomorphic modular forms with sign vectors
Weakly holomorphic modular forms and rank two hyperbolic Kac-Moody algebras
Zagier duality and integrality of Fourier coefficients for weakly holomorphic modular forms
An isomorphism between scalar-valued modular forms and modular forms for Weil representations
Weyl group multiple Dirichlet series for symmetrizable Kac-Moody root systems
数学学科青年教师联合会会长