Titlebook: Lectures on Injective Modules and Quotient Rings; Carl Faith Book 1967 Springer-Verlag Berlin Heidelberg 1967 Lattice.Modules.Morphism.Rin

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Carl Faithmetrization of the moduli space of singular flat metrics on the sphere with prescribed positive curvature data at the singular points by a complex hyperbolic space of an appropriate dimension. This work can be considered as a generalization of the signature calculation of the Hermitian form that he

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Carl Faithh the 2-sphere and the 2-sphere with a Cantor set removed. This chapter aims to provide a narrative thread between recent results on the structure of homeomorphism groups/mapping class groups of self-similar 2-manifolds, and also connections to classical structural results on the homeomorphism group

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Carl Faithity life from that region. The function of the city under the Ottoman Empire as a place largely of consumption rather than production differed from the West where the city is regarded also as a powerhouse of production. The signs of the city, the relationship between urban and rural areas, and the c

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Carl Faith particular, there is a convex core construction. There is also a unique “mean” hypersurface, i.e. with traceless second fundamental form. The mean distance between the mean hypersurface and the lower boundary of the convex core endows the space of affine deformations of a given lattice with an asym