2 14 SCI111 Finsler Finsler Shen B Strong

东 南 大 学 专 业 技 术 职 务 评 聘 沈斌 任现职以来科研 作 Ø Ø 主持的科研项目（2项） 科研论文 共 14篇 其中SCI检索的第一作者论文11篇，通讯作者论文1篇 Finsler旋流形的几何特征和物理应用 Finsler 几何中的椭圆算子与曲率流 ① ② ③ 国家自然科学基金青年项目 （在研） 江苏省自然科学基金青年项目 （结题） Shen, B. , Strong maximum principle for a Finsler-Laplacian. Houston ⑨ Shen, B. ; Tian, Y. , Rigidity theorems of some dually Flat Finsler Journal of Mathematics 2019, 45 (4), 1089 -1117. Shen, B. , Strongly and weakly affine vector fields on Finsler manifolds. Differential Geometry and Its Applications 2019, 62, 190 -211. ØShen, 参与的科研项目（2项） B. , Holomorphic vanishing theorems on Finsler holomorphic vector bundles and complex Finsler manifolds. Canadian Mathematical Bulletin Canadien De Mathematiques 2019, 62 (3), 623 -641. Shen, B. , Vanishing of projective vector fields on compact Finsler manifolds. Journal of the Korean Mathematical Society 2018, 55 (1), 1 -16. Shen, B. , Vanishing of killing vector fields on compact Finsler manifolds. Kodai Mathematical Journal 2018, 41 (1), 1 -15. Shen, B. , S-closed conformal transformations in Finsler geometry. Differential Geometry and Its Applications 2018, 58, 254 -263. Ni, P. ; Shen, B. *, On variation of action integral in Finsler gravity. Annals of Physics 2019, 404, 93 -114. Shen, B. , Frankel's refinement of Bochner's theorem on forward complete Finsler manifolds. Differential Geometry and Its Applications 2017, 51, 65 -75. ⑩ k metrics and its applications. Bulletin of the Korean Mathematical Society 2016, 53 (5), 1457 -1469. Shen, B. , Twisted Ricci flow on a class of Finsler metrics and its solitons. Differential Geometry and Its Applications 2016, 46, 132145. Shen, B. ; Shen, Y. ; Zhang, X. , Holomorphic maps from Sasakian manifolds into Kahler manifolds. Chinese Annals of Mathematics Series B 2013, 34 (4), 575 -586. Shen, B. ; Shen, Y. , Schwarz lemma and Hartogs phenomenon in complex Finsler manifold. Chinese Annals of Mathematics Series B 2013, 34 (3), 455 -460. 沈斌; 田艳芳, Dually flat Kropina metrics. Advances in Mathematics ④ 芬斯勒几何中的黎曼曲率及相关问题的研究 子流形刚性及其相关问题 ⑤ 国家自然科学基金面上项目 （结题） ⑥ 成 果 介 绍 东南大学数学学院 ⑦ ⑧ 江苏省自然科学基金面上项目（结题） l Ø 实际到款总经费与年均到款经费（以学校科研系统实际到账经费为准 ） (China) 2017, 46 (3), 453 -462. m n Chao, X. ; Shen, B. , Global pinching theorem for spacelike submanifolds in semi-Riemannian space forms. Balkan Journal of Geometry and its Applications, 2015, 20 (2), 1 -16. 共计 8+20+14. 4=42. 4万元，年均5. 3万元/年