[1] B\"ohm G, Nill F, Szlach\'{a}nyi K. Weak Hopf algebras . integral theory and C*-structure. J Algebra, 1999, 221: 385--438
[2] Hayashi T. Quantum group symmetry of partition functions of IRF models and its applications to Jones's index theory. Comm Math
Phys, 1993, 157: 331--345
[3] Nikshych D, Vainerman L. Finite quantum groupoids and their applications. Math Sci Res Inst Publ, 2002, 43: 211--262
[4] Yamanouchi T. Duality for generalized Kac algebras and a characterization of finite groupoid algebras. J Algebra, 1994, 163: 9--50
[5] Nikshych D. A duality theorem for quantum groupoids. Contemp Math, 2000, 267: 237--243
[6] 张良云. 弱Hopf 代数上的Maschke定理和Morita关系. 中国科学, 2006, 36(2): 192--203
[7] Zhang L Y, Zhu S L. Fundamental theorems of weak Doi-Hopf modules and semisimple weak smash product Hopf algebras. Comm
Algebra, 2004, 32(9): 3403--3415
[8] Doi Y. On the structure of relative Hopf modules. Comm Algebra. 1983, 11(3): 243--255
[9] Montgomery S. Hopf Algebras and Their Actions on Rings. CBMS, Lect Notes. Providence, RI: Amer Math Soc, 1993
[10] B\"{o}hm G. Doi-Hopf modules over weak Hopf algebras. Comm Algebra, 2000, 28(10): 4687--4698
[11] Caenepeel S, Groot E D. Galois theory for weak Hopf algebras. Rev Roumaine Math Pures Appl, 2007, 52: 51--76
[12] Brzezinski T. The structure of corings: Induction functors, Maschke-type theorem, and Frobenius and Galois-type properties. Alg Rep Theory, 2002, 5: 389--410
[13] Zhou B R, Caenepeel S, Raianu S. The coinduced functor for infinite dimensional Hopf algebras. J Pure and Applied Alg, 1996, 107: 141--151
[14] 张良云. 弱斜配对双代数和弱相关Long双代数. 数学物理学报, 2006, 26(4): 601--611
[15] Kadison L, Nikshych D. Frobenius extensions and weak Hopf algebras. J Algebra, 2001, 244: 312--342
[16] Caenepeel S, Groot E D. Modules over weak entwining structures. Contemp Math, 2000, 267: 31--54
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