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Continuous Lattices and Domains

- G. Gierz, K. Hofmann, K. Keimel, J. Lawson, M. Mislove, D. Scott
- Mathematics
- 21 April 2003

Preface Acknowledgements Foreword Introduction 1. A primer on ordered sets and lattices 2. Order theory of domains 3. The Scott topology 4. The Lawson Topology 5. Morphisms and functors 6. Spectral… Expand

A Compendium of Continuous Lattices

- G. Gierz, K. Hofmann, K. Keimel, J. Lawson, M. Mislove, D. Scott
- Mathematics
- 9 December 1980

O. A Primer of Complete Lattices.- 1. Generalities and notation.- 2. Complete lattices.- 3. Galois connections.- 4. Meet-continuous lattices.- I. Lattice Theory of Continuous Lattices.- 1. The… Expand

The structure of compact groups

- K. Hofmann, Morris
- Mathematics
- 1998

The theme of this book is the Structure Theory of compact groups. It contains a completely selfcontained introduction to linear Lie groups and a substantial body of material on compact Lie groups.… Expand

The spectral theory of distributive continuous lattices

- K. Hofmann, J. Lawson
- Mathematics
- 1 December 1978

In this paper various properties of the spectrum (i.e. the set of prime elements endowed with the hull-kernel topology) of a distributive continuous lattice are developed. It is shown that the… Expand

Topological Entropy of Group and Semigroup Actions

- K. Hofmann, L. Stojanov
- Mathematics
- 1 September 1995

Representations of algebras by continuous sections

- K. Hofmann
- Mathematics
- 1 May 1972

This survey is concerned with the representation of discrete rings and topological algebras (such as C*-algebras) by rings of continuous sections in sheaves of rings or fields of topological algebras.

The Structure of Compact Groups: A Primer for Students - A Handbook for the Expert

- K. Hofmann, S. Morris
- Mathematics
- 2006

The subject matter of compact groups is frequently cited in fields like algebra, topology, functional analysis, and theoretical physics. This book serves the dual purpose of providing a textbook on… Expand

Continuous Lattices and Domains: Preface

- G. Gierz, K. Hofmann, K. Keimel, J. Lawson, M. Mislove, D. Scott
- Computer Science
- 2003

Locally compact semigroups in which a subgroup with compact complement is dense

- K. Hofmann
- Mathematics
- 1963

The object of this paper is a complete study of the category of all locally compact topological semigroups which contain a dense open subgroup such that the complement of this subgroup is compact.… Expand

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