基本信息
電子郵件：zhaojia@ntu.edu.cn
部門：數學系
趙嘉，男，博士。1989年出生，山西太原人。本人攻讀博士研究生期間師從吉林大學、國家優青獲得者---生雲鶴教授，一直從事高階結構的形變和上同調理論方面的研究。主要研究方向：Poisson幾何、高階李理論與數學物理。
教育經曆
吉林大學，基礎數學，博士
研究領域
Poisson幾何
高階李理論
數學物理
所授課程
數學分析
空間解析幾何
教學與科研成果
[1] Yunhe Sheng, Jia Zhao and Yanqiu Zhou, Nijenhuis operators, product structures and complex structures on Lie-Yamaguti algebras, J. Algebra Appl. 20 (8) (2021), 22pp.
[2] Jia Zhao, Jiefeng Liu and Yunhe Sheng, Cohomologies and relative Rota-Baxter-Nijenhuis structures on 3- pairs, Linear Multilinear Algebra, 70 (21) (2022), 6240-6264.
[3] Yunhe Sheng and Jia Zhao, Relative Rota-Baxter operators and symplectic structures on Lie-Yamaguti algebras, Comm. Algebra 50 (9) (2022), 4056-4073.
[4] Jia Zhao and Yu Qiao, Cohomology and relative Rota-Baxter-Nijenhuis structures on pairs, J. Geom. Phys. 186 No. 104749, (2023), 24pp.
[5] Jia Zhao, Yu Qiao, and Senrong Xu, Cohomology and deformations of crossed homomorphisms between Lie-Yamaguti algebras, Algebra Colloq. (2023), accepted.
[6] Jia Zhao, Yuqing Feng, and Yu Qiao, Para- structures and pseudo- structures on Lie-Yamaguti algebras, J. Algebra Appl. accepted.
[7] Yu Qiao and Jia Zhao, On Lie 2-bialgebras, Commun. Math. Res. 34(1) (2018), 54-64.
[8] Jia Zhao and Yu Qiao, The classical Lie-Yamaguti Yang-Baxter equation and Lie-Yamaguti bialgebras (in Chinese), Sci Sin Math, 53 (10) (2023), 1303-1324.
[9] Jia Zhao, Senrong Xu, and Yu Qiao, Post-Lie-Yamaguti algebras, relative Rota-Baxter operators of nonzero weights, and their deformations, Acta. Math. Sinica. (Chinese Ser.) (2023), accepted.
