Educational Background |
2008/03–2012/10, Harbin Institute of Technology, Basic Mathematics, PhD 2003/09 – 2006/07, Heilongjiang University, Applied mathematics, Master 1999/09–2003/07, Heilongjiang University, Mathematics and applied mathematics, Bachelor |
Work Experience |
2019.08 - present, Associate Professor, School of Mathematical Sciences 2018.09-2019.09, Visiting Scholar, William Mary College, United States 2008.07-2019.07 Lecturer, Department of Mathematics, School of Science, Harbin Engineering University, 2006/07-2008/07, Teaching assistant, Mathematics Department, School of Science |
Representative Academic Achievements |
[1] H.M. Yao, Z. Li, L.X. Chen, C.J. Bu,New Brualdi-type eigenvalue inclusion sets for tensors, Linear Algebra and its Applications,2021,614: 343-355. [2] H.M. Yao, Li Ma, C.M. Liu, C.J. Bu,Brualdi-type inclusion sets of Z-eigenvalues and l^k,s-singular values for tensors, Front. Math. China 2020, 15(3): 601–612. [3] H.M. Yao, C. Zang, L. Liu, J. Zhou, C.J. Bu, Singular value inclusion sets of rectangular tensors, Linear Algebra and its Applications, 2019.09, 576:181-199. [4] H.M. Yao, B.S. Long, C.J. Bu, J. Zhou.Front. Math. China, 2016, 11(3): 605-622. [5] H.M. Yao, L. Liu, C.J. Bu. Tensor products and hyperdeterminants of boundary format products. Linear Algebra Appl., 2015, 483: 1-20. [6] J.L. Xu,B.D. ZhengandH.M. Yao. Linear transformations between multipartite quantum systems that map the set of tensor product of idempotent matrices into idempotent matrix set. Journal of Function Spaces and Application, 2013:1-7. [7] J. Zhou, L.Z. Sun, H.M. Yao and C.J. Bu. On the nullity of connected graphs with least eigenvalue at least -2. Applicable Analysis and Discrete Mathematics, 2013,7: 250-261. [8] C.G. Cao, Y.L. Ge and H.M. Yao. Maps preserving classical adjoint of matrix products. Linear and Mutilinear Algebra, 2013, 61(12): 1593-1604. [9] H.M. Yao and B.D. Zheng. Zero triple product determined matrix algebras. Journal of Applied Mathematics, 2012: 1-18. [10] H.M. Yao, C.G. Cao and X. Zhang. Additive preservers of idempotence and Jordan homorphisms between rings of square matrices. Acta Mathematica Sinica, English Series, 2009, 25(4): 639-648. |