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Titlebook: Advances in Ring Theory; Dinh Huynh,Sergio R. López-Permouth Conference proceedings 2010 Birkhäuser Basel 2010 Homological algebra.Lattice

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Elements of Minimal Prime Ideals in General Rings,as a minimal prime ideal consisting of left zero-divisors and one of right zero-divisors. The union of the minimal prime ideals is studied in 2-primal rings and the union of the minimal strongly prime ideals (in the sense of Rowen) in NI-rings.
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Applications of the Stone Duality in the Theory of Precompact Boolean Rings,aces and .-spaces are characterized in terms of injectivity. The study of precompact topologies is related to the Cp-theory. Many results of the ..-theory have natural analogous assertions in the theory of precompact Boolean rings.
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Couniformly Presented Modules and Dualities,t the morphisms are not onto. Via a suitable duality functor, finite direct sums of cokernels of morphisms between couniform projective modules correspond to finite direct sums of kernels of morphisms between uniform injective modules.
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Conference proceedings 2010g theory and module theory, such as rings satisfying polynomial identities, rings of quotients, group rings, homological algebra, injectivity and its generalizations, etc. Included are also applications of ring theory to problems in coding theory and in linear algebra.
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Transient Memory in Gene Regulationher, and . has no factor ring with two elements, then . is commutative. We offer some examples of noncommutative rings in which all invertible elements commute with one another, or are central. We close with a list of problems for further research.
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