厦门大学数学学院师资队伍
School of Mathematical Sciences Xiamen University
师资队伍

 

白朝芳                               
职称:           副教授
地 址:厦门大学数学学院
E-mailzhaofangbai@yahoo.com.cn
出生年月:197611
研究方向:算子代数、算子理论、量子关联
个人简介:200412月获西安交通大学应用数学博士学位。自1998年起,在侯晋川教授及徐宗本教授的指导下从事算子代数与算子理论的学习与研究,在算子代数上的自同构研究方面得到较为系统的结果,研究结果发表在数学学报、数学年刊,Journal of Operator Theory, Journal of Mathematical Analysis and ApplicationsLinear Algebra and its ApplicationsCommunications in AlgebraRocky Mountain Journal of MathematicsLinear and Multilinear AlgebraActa Mathematica Scientia、Physics Review A、Quantum Information & Computation、 Annals of Physics等国内外学术期刊。
 
讲授课程:数学分析、高等数学A
 
承担的科研项目:
1算子代数上的不变量,天元基金(10626043),3万,研究期限2007年1月至2007年12月,主持人.
2、算子代数上的自同构与量子力学的对称及对称群,国家青年自然科学基金(11001230),17万,研究期限2011年1月至2013年12月,主持人. 
3、算子集合上的自同构量子信息中的纠缠,福建省自然科学基金(2014J01024),6万,研究期限2014-2016. 主持人.
4、量子相干的理论研究,福建省自然科学基金(21181074),6万,研究期限2018-2021. 主持人.
5、量子相干与量子纠缠的映射特征,国家面上自然科学基金(11671332),研究期限2017-2020,第一合作者.
 
 
近年来发表的论文:
[1] Bai Z., Hou J., Linear maps and additive maps that preserve operators annihilated by a polynomial, Journal of Mathematical Analysis and Applications, 271(2002), 139-154.
[2] Bai Z., Hou J., Numerical radius distance preserving maps on B(H), Proceeding. American. Math. Society, (132)2004, 1453-1461.
[3] Bai Z., Hou J., Maps preserving numerical radius distance on C*-algebras, Studia Math., (162)2004, 97-104.
 [4] Bai Z., Hou J., Additive maps preserving nilpotent operators or spectral radius, Acta. Mathematica Sinica(English series), 21(2005), 1167-1182.
 [5] Bai Z.,Hou J., Characterizing isomorphisms between standard algebras by spectral functions, Journal of Operator Theory, 54(2005), 291-303.
 [6] Du S., Hou J., Bai Z., Additive maps preserving similarity or astmptotic similarity on B(H). Linear and Multilinear Algebra, 2007, 55:209-218.
 [7] Du S., Hou J., Bai Z., Nonlinear maps preserving similarity on B(H). Linear Algebra and its Applications. 2007, 422:506-516.
[8] 白朝芳,侯晋川,保零积或约当零积的映射,数学年刊,29A2008),663-670。
[9] Bai Z, Du S., Hou J., Multiplicative Lie isomorphism between prime rings. Communications in Algebra, 2008, 36:1626-1633.
[10] Bai Z., Du S., Multiplicative *-Lie isomorphism between factors. Journal of Mathematical Analysis and Applications, 2008, 346: 327-335.
[11] Bai Z., Hou J., Du S., Additive maps preserving rank one operators on nest algebras, Linear and Multilinear Algebra, 2010, 58: 269-283
[12] Bai Z., Du S., Characterization of sum automorphisms and Jordan triple automorphisms of quantum probabilistic maps, J. Physics A: Mathematical and Theoretical, 2010, 43: 165210
[13] Du S., Hou J., Bai Z. Maps preserving unitary similarity on B(H). Rocky Mountain Journal of Mathematics, 2011, 41, 1157-1172.
[14] Bai Z., Hou J., Du S., Distance presrving maps on nest algebras, Linear and Multilinear Algebra,2011, 59, 571-594.
[13] Bai Z.,Du S., Multiplicative *-Lie isomorphisms between von Neumann algebras, Linear and Multilinear Algebra, 2012, 60, 311-322.
[14] Bai Z.,Du S.,The structure of nonlinear Lie derivations on von Neumann algebras, Linear Algebra and Its Applications,2012,436,2701-2708.
[15] Bai Z., Du S, Maps preserving products XY-YX* on von Neumann algebras, Journal of Mathematical Analysis and     Applications, 2012, 386, 103-109.
[16] Guo Y.,Bai Z.,Du S.,Local channels preserving maximal entanglement or Schmidt number, International Journal of Theoretical Physics,2013,52,3820-3829
[17] Bai Z., Du S., Quantum channels fixing a convex cone of density operators on T(H), J. Physics A: Math. Theor., 2014,47, 175302.
[18] Bai Z.,Du S., Strong communativity preserving maps on rings, Rocky Mountain Journal of Mathematica,  2014,44,733-742. 
[19]Guo Y.,Bai Z.,Du S.,When quantum channel preserves product states, Reports on Math. Phys.,2014,74,277-282.
[20] Bai Z., Du S., Quantum channels fixing a convex cone of density operators on T(H), J. Physics A: Math. Theor., 2014,47, 175302.
[21] Du S., Bai Z., The Wigner-Yanase information can increase under phase sensitive incoherent operations, Annals of Physics, 2015, 359,136-140.
[22] Du S., Bai Z., Guo Y., Conditions for coherence transformations under incoherent operations, Physical Review A, 2015, 91052120.
[23] Bai Z.,Du S., Maximally coherent states, Quantum Information & Computation, 2015,15,1307-1316.
[24] Du S., Bai Z., Qi X., Coherence measures and optimal conversion for coherent states, Quantum Information & Computation, 2015,15,1355-1364.
 
[25] Du S., Bai Z., Guo Y., Erratum: Conditions for coherence transformations under incoherent operations [Phys. Rev. A 91, 052120 (2015)], Physical Review A, 2017, 95, 029901.
[26] Du S., Bai Z., Qi X, Coherence Manipulation under incoherent operations, Physical Review A, 2019, 100, 032313.
[27] Bai Z., Du S.,  Coherent preorder of quantum states, Quantum Information & Computation, 2020,13&14,1123-1136.
[28] Du S., Bai Z., Strictly incoherent operations for one-qubit systems , Physics Letters A ,394 (2021) 127203 .

 

 
 
 
简介
 
系别:
数学与应用数学系
办公室:数理大楼612
教师:白朝芳
职称:副教授
职务:教师
Phone:2580690
Email:
baizhaofang@xmu.edu.cn
研究方向:
算子代数、算子理论、量子关联