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Comatrix corings: Galois corings, Descent Theory, and a Structure Theorem for Cosemisimple corings Export

ArXiv Mathematics e-prints (July 2002)

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In order to extrincate the structure of corings with a finitelygenerated and projective generator we give the notion of a comatrixcoring. As consequences we give generalizations of the maincharacterizations of faithfully flat Galois corings and extensions whichwork for corings without grouplike elements, as well as a generalizationof the Descent Theorem. We provide also a complete description of allcosemisimple corings. No restrictions are made over the groundnoncommutative ring.


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