论文信息 - The Quotient Category of a Graded Morita–Takeuchi Context - 字舞流文

The Quotient Category of a Graded Morita–Takeuchi Context

C. Nastasescu | F. C. Iglesias

[1] C. Nastasescu,et al. Graded Version of Kato-Müller Theorem. Applications , 2005 .

[2] M. Ekdiha,et al. COHOMOLOGIE DE CERTAINS BI-COMPLEXES ET APPLICATIONS AUX STRUCTURES DE POISSON , 2005 .

[3] Ioan Berbec. The Morita-Takeuchi Theory for Quotient Categories , 2003 .

[4] S. Raianu,et al. Hopf algebras : an introduction , 2001 .

[5] B. Torrecillas,et al. Divisorially graded coalgebras , 2000 .

[6] Dingguo Wang. Morita–Takeuchi Contexts Acting on Graded Coalgebras , 2000 .

[7] B. Torrecillas,et al. Picard groups for graded coalgebras , 2000 .

[8] B. Torrecillas,et al. A Clifford Theory for Grade Coalgebras: Applications , 1995 .

[9] C. Nastasescu. Torsion theories for coalgebras , 1994 .

[10] N. Iwahori,et al. Morita theorems for categories of comodules , 1977 .

[11] Bruno J. Müller. The quotient category of a Morita context , 1974 .

[12] P. Gabriel,et al. Des catégories abéliennes , 1962 .