Categorical Topology

Edited by Eraldo Giuli

in Springer Books from Springer

Date: 1996
ISBN: 978-94-009-0263-3
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Chapters in this book:

Compactness and the Axiom of Choice

Horst Herrlich

On Categorical Notions of Compact Objects

Maria Manuel Clementino

Reflective Relatives of Adjunctions

G. Richter

The Katětov Dimension of Proximity Spaces

H. L. Bentley, M. Hušek and R. G. Ori

Generalized Reflective cum Coreflective Classes in Top and Unif

Miroslav Hušek and Anna Tozzi

On the Largest Coreflective Cartesian Closed Subconstruct of Prtop

E. Lowen-Colebunders and G. Sonck

Topological Spaces and Quasi-Varieties

Michael Barr and M. Cristina Pedicchio

α-Sober Spaces via the Orthogonal Closure Operator

Lurdes Sousa

Some Aspects of Topological Descent

Manuela Sobral

The Pullback Closure Operator and Generalisations of Perfectness

David Holgate

A Remark on Fixed Points of Functors in Topological Categories

Jiří Adámek

Concrete Categories Are Concretely Equivalent iff Their Uniquely Transportable Modifications Are Strict Concretely Isomorphic

Hans-E. Porst

Connectedness, Disconnectedness and Closure Operators, A More General Approach

G. Castellini

Dold Type Theorems in Cubical Homotopy Theory

K. A. Hardie, K. H. Kamps and R. W. Kieboom

A Topological Banach Space Model of Linear Logic

Heinrich Kleisli, Hans-Peter Künzi and Jiří Rosický

Parametrizing the Theory of Closure Operators

Jürgen Koslowski

Tychonoff compactifications and R-completions of mappings and rings of continuous functions

Hans-Peter A. Künzi and Boris A. Pasynkov

Disconnectednesses: Two Examples

Harriet Lord

Objects with dense diagonals

Walter Tholen

Ascoli-Arzelà-Theory based on continuous convergence in an (almost) non-Hausdorff setting

René Bartsh, Peter Dencker and Harry Poppe

A Subcategory of FIL

Ákos Császár

Epis in the Category of Pairwise-T 2 Spaces

J. Schröder

Clone segments in Top and in Unif

Věra Trnková

Simultaneous problems of clone segments in Top and in Unif

Věra Trnková

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DOI: 10.1007/978-94-009-0263-3

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