论文信息 - A Quillen model category structure on some categories of comonoids - 字舞流文

A Quillen model category structure on some categories of comonoids

Abstract We prove that for certain monoidal (Quillen) model categories, the category of comonoids therein also admits a model structure.

Alexandru E. Stanculescu | A. Stanculescu

[1] J. Adámek,et al. Locally Presentable and Accessible Categories: Bibliography , 1994 .

[2] D. Chataur,et al. Cooperads and coalgebras as closed model categories , 2003 .

[3] HZ -algebra spectra are differential graded algebras , 2002, math/0209215.

[4] Thomas F. Fox. Purity in locally-presentable monoidal categories , 1976 .

[5] Tibor Beke,et al. Sheafifiable homotopy model categories , 2000, Mathematical Proceedings of the Cambridge Philosophical Society.

[6] J. Rosický,et al. On Combinatorial Model Categories , 2007, Appl. Categorical Struct..

[7] M. Barr. Coalgebras over a commutative ring , 1974 .

[8] N. Strickland,et al. MODEL CATEGORIES (Mathematical Surveys and Monographs 63) , 2000 .

[9] Tsit Yuen Lam,et al. Lectures on modules and rings , 1998 .

[10] Robert Wisbauer,et al. Corings and Comodules , 2003 .

[11] J. Adamek,et al. Locally Presentable and Accessible Categories: Locally Presentable Categories , 1994 .

[12] B. Shipley,et al. Algebras and Modules in Monoidal Model Categories , 1998, math/9801082.

[13] Sally Popkorn,et al. A Handbook of Categorical Algebra , 2009 .

[14] J. Lurie. Higher Topos Theory , 2006, math/0608040.