曹建兵,男,博士,1981年9月生,河南信阳人.2013年6月获华东师范大学基础数学专业博士学位.现任教于河南科技学院数学科学学院.泛函分析及应用,代数及算子广义逆.1. J. Cao, Dunkl-Williams inequality for strongly integrable functions in Banach space, Bulletin of the Australian Mathematical Society, 87 (2013), 298-303.2. J. Cao, Y. Xue, The characterizations and representations for the generalized inverses with prescribed idempotents in Banach algebras, Filomat, (To appear). 3. J. Cao, Y. Xue, The quasi-linear operator outer generalized inverse with prescribed range and kernel in Banach spaces, J. Operator, (To appear).4. J. Cao, Y. Xue, Perturbation analysis of bounded homogeneous operator generalized inverses in Banach spaces, (Submitted). arXiv: 1302.3965. J. Cao, Y. Xue, Perturbations and expressions of the Moore-Penrose metric generalized inverses and applications to the stability of some operator equations, (Submitted). . J. Cao, Y. Xue, Perturbation analysis of the Moore-Penrose metric generalized inverse in Lp(Ω,µ), (Submitted).7. 翟发辉, 曹建兵, 徐军芹, Bergman空间上一类乘法算子的相似性,宁夏大学学报(自然科学版), 30(1) 2009, 15-18.