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Categorical Algebra and its Applications

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Cover of 'Categorical Algebra and its Applications'

Table of Contents

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    Book Overview
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    Chapter 1 Are all limit-closed subcategories of locally presentable categories reflective?
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    Chapter 2 On categories with effective unions
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    Chapter 3 Descent theory for Banach modules
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    Chapter 4 Pseudofunctors and non-abelian weak equivalences
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    Chapter 5 An exact sequence in the first variable for non-abelian cohomology in algebraic categories. A mayer-vietoris sequence for non-abelian cohomology of groups
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    Chapter 6 Locally hilbert categories
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    Chapter 7 Sur la convergence de suites de fonctions suivant des filtres
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    Chapter 8 The azumaya complex of a commutative ring
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    Chapter 9 The spectrum lattice of baer rings and polynomials
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    Chapter 10 Morse germs in S.D.G.
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    Chapter 11 Modal and tense predicate logic: Models in presheaves and categorical conceptualization
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    Chapter 12 On the representability of partial morphisms in top and in related constructs
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    Chapter 13 Remarks on localic groups
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    Chapter 14 Weak products and Hausdorff locales
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    Chapter 15 Generalized fibre bundles
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    Chapter 16 Closure operators with prescribed properties
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    Chapter 17 On the unity of algebra and logic
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    Chapter 18 The cohomology groups of an epimorphism
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    Chapter 19 Decker's sharper Künneth formula
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    Chapter 20 On a categorical analysis of Zadeh generalized subsets of sets I
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    Chapter 21 Global and infinitesimal observables(−)
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    Chapter 22 Toposes and groupoids
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    Chapter 23 Componental nuclei
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    Chapter 24 Representation theorems for P-categories
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    Chapter 25 On the category of compact convex sets and related categories
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    Chapter 26 Fillers for nerves
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    Chapter 27 Simultaneous representations in categories
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    Chapter 28 Uniform spaces can be represented by completely distributive lattices
Attention for Chapter 9: The spectrum lattice of baer rings and polynomials
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Chapter title
The spectrum lattice of baer rings and polynomials
Chapter number 9
Book title
Categorical Algebra and its Applications
Published by
Springer, Berlin, Heidelberg, January 1988
DOI 10.1007/bfb0081353
Book ISBNs
978-3-54-050362-0, 978-3-54-045985-9
Authors

L. Español