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Advances in Rings and Modules by Sergio R. López-Permouth, Jae Keol Park, S. Tariq Rizvi and Cosmin S. Roman, editors is a book available to read on EtoBox.

What is Advances in Rings and Modules about?

Cover 1 Title page 2 Contents 8 Preface 10 Chains of semiprime and prime ideals in Leavitt path algebras 12 1. Introduction 12 2. Preliminaries 14 3. Semiprime Ideals 16 4. The Kaplansky Conjecture and the Kaplansky Property 20 5. Union-Prime Ideals of Leavitt Path Algebras 24 Acknowledgement 26 References 27 The conditions (Ci),i=1,2,3,11,12, in rings, modules, categories, and lattices 28 Introduction 28 1. Lattice background 29 2. The conditions (Ci),i=1,2,3,11,12, in lattices 31 3. Linear modular lattices 35 4. Lattice preradicals 37 5. Applications to Grothendieck categories and torsion theories 39 References 43 On K-semi discrete modules 46 1. Introduction 46 2. K-Supplement Submodules 47 3. K-Semi Discrete Modules 50 References 52 Nonlinear Lie triple higher derivation on triangular algebras 54 1. Introduction 54 2. Triangular Algebras 56 3. Main Result 57 4. Applications 67 References 67 On universal localization of Noetherian rings 70 1. Examples 71 2. Main Theorems 72 3. Some general results 75 References 78 A survey of intrinsic extensions of rings 80 1. Intrinsic extensions 82 2. Direct summand intrinsic extensions 87 3. Dense intrinsic extensions 90 4. Ideal intrinsic e

Author

Sergio R. López-Permouth, Jae Keol Park, S. Tariq Rizvi and Cosmin S. Roman, editors

Language

EN