杨子聪博士，讲师 |
杨子聪，男，汉族，博士，讲师，硕士生导师。
【研究领域】 全纯函数空间及其算子理论 【主讲课程】 数学分析、复变函数 【研究生招生学科方向】 硕士：基础数学
【科研项目】 [1]国家自然科学基金青年项目(No.12501103),全纯函数空间上经典算子和的刚性, 2026-2028, 主持
[2]河北省自然科学基金青年项目(No.A2023202031),广义加权复合算子与微分型逆Carleson测度, 2023-2025, 主持
[3]国家自然科学基金国际(地区)合作与交流项目(No.12411530045), 大型加权Bergman空间和Fock空间, 2024 -2026, 参与
[4]国家自然科学基金面上项目(No. 12171353), 加权复合算子的复对称性与逆紧全纯映射, 2022-2025, 参与
[5]河北省自然科学基金面上项目(No. A2023202037), 复合算子与Volterra型算子的混合缠绕与广义特征值, 2023-2025, 参与
【代表性论文】 [1] C. Z. Tong, B. D. Wick, Z. C. Yang: An elimination method for the difference of generalized weighted composition operators. Integral Equations Operator Theory. 2026. [2] X. H. Hu, Z. C. Yang: Essential norm and Schatten class difference of weighted composition operators over the ball. J. Math. Anal. Appl. 2026. [3] K. X. Deng, Y. X. Liang, Z. C. Yang: Generalized Volterra-type integration operators on harmonic Fock space. Acta Math. Sci. Ser. A(Chinese Ed.) 2025. [4] X. He, C. Z. Tong, Z. C. Yang: Mixed product differences of composition operators and Volterra operators on Bloch spaces. Adv. Oper. Theory. 2025. [5] J. H. Liu, Y. X. Liang, Z. C. Yang: Differences of composition operators from classical Zygmund space to Bloch-type space. Acta Math. Sin.(Engl. Ser.) 2025. [6] C. Z. Tong, H. Tian, Z. C. Yang: A rigidity property of the sum of weighted differentiation composition operators. Taiwanese J. Math. 2025. [7] X. He, C. Z. Tong, Z. C. Yang, Z. H. Zhou: Composition operators on variable exponent Bloch spaces. Czechoslovak Math. J. 2025. [8] H. Arroussi, H. He, C. Z. Tong, X. Y. Yang, Z. C. Yang: A new class of Carleson measures and integral operators on Fock spaces. Mediterr. J. Math. 2025. [9] L. J. Ma, Z. C. Yang: Stević-Sharma type operators on Fock spaces in several variables. Czechoslovak Math. J. 2024. [10] H. Arroussi, H. J. Liu, C. Z. Tong, Z. C. Yang: A new class of Carleson measures and integral operators on Bergman spaces. Bull. Sci. Math. 2024. [11] J. H. Liu, Y. X. Liang, Z. C. Yang: Differences of the Stević-Sharma operators from [12] Z. C. Yang: The difference of weighted composition operators on Fock spaces. Monatsh. Math. 2024. [13] H. He, X. Y. Yang, Z. C. Yang: Composition and Volterra-type inner derivations on the generalized Fock spaces. Filomat. 2024. [14] R. Y. Chen, Z. C. Yang, Z. H. Zhou: Unitary, self-adjoint and J-symmetric weighted composition operators on Fock-Sobolev spaces. Oper. Matrices. 2022. [15] Z. C. Yang, Z. H. Zhou: Generalized Volterra-type operators on generalized Fock spaces. Math. Nachr. 2022. [16] Z. Y. Xu, Z. C. Yang, Z. H. Zhou: Complex symmetry of linear combination of composition operators on the Fock space. Arch. Math.(Basel). 2022. [17] Z. C. Yang, Z. H. Zhou: Atomic decomposition and composition operators on variable exponent Bergman spaces. Mediterr. J. Math. 2022. [18] X. H. Hu, Z. C. Yang, Z. H. Zhou: Complex symmetric weighted composition operators on Dirichlet spaces and Hardy spaces in the unit ball. Internat. J. Math. 2020.
【联系方式】
邮箱：zc25@hebut.edu.cn |
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