Galois theory, Hopf algebras, and semiabelian categories. Papers from the workshop on categorical structures for descent and Galois theory, Hopf algebras, and semiabelian categories, Toronto, ON, Canada, September 23--28, 2002
The articles of this volume will be reviewed individually. Indexed articles: \textit{Barr, Michael}, Algebraic cohomology: the early days, 1-26 [Zbl 1076.01024] \textit{Borceux, Francis}, A survey of semi-abelian categories, 27-60 [Zbl 1067.18010] \textit{Bourn, Dominique}, Commutator theory in regular Mal'cev categories, 61-75 [Zbl 1067.18002] \textit{Bourn, Dominique; Gran, Marino}, Categorical aspects of modularity, 77-100 [Zbl 1081.08011] \textit{Brown, Ronald}, Crossed complexes and homotopy groupoids as non commutative tools for higher dimensional local-to-global problems, 101-130 [Zbl 1067.18004] \textit{Bunge, Marta}, Galois groupoids and covering morphisms in topos theory, 131-161 [Zbl 1068.18003] \textit{Caenepeel, S.}, Galois corings from the descent theory point of view., 163-186 [Zbl 1082.16043] \textit{Day, Brian; Street, Ross}, Quantum categories, star autonomy, and quantum groupoids, 187-225 [Zbl 1067.18006] \textit{Duskin, John W.; Kieboom, Rudger W.; Vitale, Enrico M.}, Morphisms of 2-groupoids and low-dimensional cohomology of crossed modules, 227-241 [Zbl 1067.18014] \textit{Gran, Marino}, Applications of categorical Galois theory in universal algebra, 243-280 [Zbl 1067.18011] \textit{Hermida, Claudio}, Fibrations for abstract multicategories, 281-293 [Zbl 1067.18007] \textit{Huebschmann, Johannes}, Lie-Rinehart algebras, descent, and quantization, 295-316 [Zbl 1096.17006] \textit{Johnstone, Peter}, A note on the semiabelian variety of Heyting semilattices, 317-318 [Zbl 1079.08006] \textit{Kelly, G. M.; Lack, Stephen}, Monoidal functors generated by adjunctions, with applications to transport of structure, 319-340 [Zbl 1064.18006] \textit{Khalkhali, M.; Rangipour, B.}, On the cyclic homology of Hopf crossed products, 341-351 [Zbl 1065.19003] \textit{Lukács, Gábor}, On sequentially \(h\)-complete groups, 353-358 [Zbl 1063.22003] \textit{MacDonald, John L.}, Embeddings of algebras, 359-372 [Zbl 1067.18003] \textit{Magid, Andy R.}, Universal covers and category theory in polynomial and differential Galois theory, 373-385 [Zbl 1154.12300] \textit{Martins-Ferreira, N.}, Weak categories in additive 2-categories with kernels, 387-410 [Zbl 1067.18005] \textit{Palm, Thorsten}, Dendrotopic sets, 411-461 [Zbl 1075.18004] \textit{Roque, Ana Helena}, On factorization systems and admissible Galois structures, 463-467 [Zbl 1064.18001] \textit{Schauenburg, Peter}, Hopf-Galois and bi-Galois extensions., 469-515 [Zbl 1091.16023] \textit{Smith, Jonathan D. H.}, Extension theory in Mal'tsev varieties, 517-522 [Zbl 1067.18015] \textit{Sousa, Lurdes}, On projective generators relative to coreflective classes, 523-532 [Zbl 1069.18002] \textit{Xarez, João J.}, The monotone-light factorization for categories via preorders, 533-541 [Zbl 1070.18002] \textit{Xarez, João J.}, Separable morphisms of categories via preordered sets, 543-549 [Zbl 1066.18001] \textit{Yamagami, Shigeru}, Frobenius algebras in tensor categories and bimodule extensions, 551-570 [Zbl 1079.18004]
scientific article; zbMATH DE number 2121400