姓名：刘泓志
职称：副教授，硕士生导师
研究领域：高指标理论，K理论
办公电话：021-6590xxxx
办公地址：上海市杨浦区国定路777号上海财经大学红瓦楼715
邮箱：liu.hongzhi@sufe.edu.cn
教育经历：
2013/09-2016/06，吉林大学，基础数学，博士
2010/09-2013/06，吉林大下，基础数学，硕士
2006/09-2010/06，吉林大学，数学与应用数学专业，学士
工作经历：
2016/07-2018/09上海数学中心，博士后
2018/09-2020/08 上海财经大学，讲师
2020/08-至今 上海财经大学，副教授
科研项目：
2020/01-2023/12国家自然科学基金青年项目，主持
科研奖励：
【示例】2025/07，《中国科学：数学》最佳论文奖
代表性成果：
【1】B. Hou and H. Liu, On the relative $L$-theory and the relative signature of PL manifolds with boundary, J. Geom. Phys. {\bf 197} (2024), Paper No. 105094, 27 pp.; MR4688091
【2】 X.~M. Chen et al., Higher rho invariant and delocalized eta invariant at infinity, Asian J. Math. {\bf 26} (2022), no.~2, 257--288; MR4557082
【3】H. Liu and J.-M. Wang, On localized signature and higher rho invariant of fibered manifolds, J. Noncommut. Geom. {\bf 15} (2021), no.~3, 919--949; MR4345206
【4】X. Zhang, Y. Liu and H. Liu, Metrics with positive scalar curvature at infinity and localization algebra, Chinese Ann. Math. Ser. B {\bf 42} (2021), no.~2, 173--198; MR4237494
【5】B. Jiang and H. Liu, Additivity of higher rho invariant for the topological structure group from a differential point of view, J. Noncommut. Geom. {\bf 14} (2020), no.~2, 441--486; MR4130836
【6】X.~M. Chen, H. Liu and G.~L. Yu, Higher $\rho$ invariant is an obstruction to the inverse being local, J. Geom. Phys. {\bf 150} (2020), 103592, 18 pp.; MR4051922
【7】H. Liu, Smooth crossed product of minimal unique ergodic diffeomorphisms of a manifold and cyclic cohomology, J. Topol. Anal. {\bf 11} (2019), no.~3, 739--751; MR3999519
【8】H. Liu, Smooth crossed product of minimal unique ergodic diffeomorphism of odd sphere, J. Noncommut. Geom. {\bf 11} (2017), no.~4, 1381--1393; MR3743226
【9】B. Hou, H. Liu and X. Pan, Mutual embeddability equivalence relation for rotation algebras, J. Math. Anal. Appl. {\bf 452} (2017), no.~1, 495--504; MR3628032
【10】刘泓志，谢知章，郁国樑，高rho不变量两个定义的等价性，中国科学:数学，2023.53（12）：1713-1734