About author:ZHAO Zhibing, male, born in 1979, PhD/lecturer. Research field: Homological algebra, representation theory of algebras. E-mail: zbzhao@ahu.edu.cn
Supported by:
Supported by Natural Science Foundation of China (11571329), the Natural Science Foundation of Anhui Province (1708085MA01), Project of University Natural Science Research of Anhui Province (KJ2015A101).
[1] KASCH F. Grundlagen einer theorie der Frobenius-Erweiterungen[J]. Math Ann, 1954, 127: 453-474. [2] MORITA K. Adjoint pairs of functors and Frobenius extensions[J]. Sci Rep Toyko Kyoiku Daigaku (Sect A), 1965, 9: 40-71. [3] CAENEPEEL S, MILITARU G, ZHU S. Frobenius and Separable Functors for Generalized Module Categories and Nonlinear Equations[M]. Berlin: Springer-Verlag, 2002. [4] CASTAEO IGLESIAS F, GMEZ TORRECILLAS J, NSTSESCU C. Frobenius functors: Applications[J]. Comm Algebra, 1999, 27(10): 4879-4900. [5] KADISON L. New Example of Frobenius Extensions[M]. Providence, RI: AMS, 1999. [6] ANDERSON F W, FULLER K R. Ring and Categories of Modules[M] . Berlin: Springer, 1974. [7] WISBAUER R. Foundations of Module and Ring Theory[M]. Reading/ Paris: Gordon and Breach, 1991. [8] KASCH F. Projektive Frobenius-Erweiterungen, Sizungsber[J]. Heidelberger Akad Wiss Math Natur Kl, 1960, 10: 89-109.