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Function Algebras on Finite Sets Basic Course on Many Valued Logic and Clone Theory 1st Edition by Dietlinde Lau ISBN 3642071554 978-3642071553

  • SKU: BELL-2198776
Function Algebras on Finite Sets Basic Course on Many Valued Logic and Clone Theory 1st Edition by Dietlinde Lau ISBN 3642071554 978-3642071553
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Function Algebras on Finite Sets Basic Course on Many Valued Logic and Clone Theory 1st Edition by Dietlinde Lau ISBN 3642071554 978-3642071553 instant download after payment.

Publisher: Springer
File Extension: PDF
File size: 4.14 MB
Pages: 685
Author: Dietlinde Lau
ISBN: 9783540360223, 9783540360230, 3540360220, 3540360239
Language: English
Year: 2006
Edition: 1

Product desciption

Function Algebras on Finite Sets Basic Course on Many Valued Logic and Clone Theory 1st Edition by Dietlinde Lau ISBN 3642071554 978-3642071553 by Dietlinde Lau 9783540360223, 9783540360230, 3540360220, 3540360239 instant download after payment.

Function Algebras on Finite Sets: Basic Course on Many-Valued Logic and Clone Theory 1st Edition by Dietlinde Lau - Ebook PDF Instant Download/Delivery: 3642071554, 978-3642071553

Full download Function Algebras on Finite Sets: Basic Course on Many-Valued Logic and Clone Theory 1st Edition after payment

 

Product details:

ISBN 10: 3642071554

ISBN 13: 978-3642071553 

Author:  Dietlinde Lau 

Functions which are defined on finite sets occur in almost all fields of mathematics. For more than 80 years algebras whose universes are such functions (so-called function algebras), have been intensively studied.

This book gives a broad introduction to the theory of function algebras and leads to the cutting edge of research. To familiarize the reader from the very beginning on with the algebraic side of function algebras the more general concepts of the Universal Algebra is given in the first part of the book. The second part on fuction algebras covers the following topics: Galois-connection between function algebras and relation algebras, completeness criterions, clone theory.

This book is an insdispensible source on function algebras for graduate students and researchers in mathematical logic and theoretical computer science.

Table of contents:

1. Front Matter
2. Introduction
3. Preliminaries

Universal Algebra
4. Basic Concepts of Universal Algebra
5. Lattices
6. Hull Systems and Closure Operators
7. Homomorphisms, Congruences, and Galois Connections
8. Direct and Subdirect Products
9. Varieties, Equational Classes, and Free Algebras

Function Algebras
10. Basic Concepts, Notations, and First Properties
11. The Galois-Connection Between Function- and Relation-Algebras
12. The Subclasses of P₂
13. The Subclasses of Pₖ Which Contain P₁ₖ
14. The Maximal Classes of Pₖ
15. Rosenberg’s Completeness Criterion for Pₖ
16. Further Completeness Criteria
17. Some Properties of the Lattice
18. Congruences and Automorphisms on Function Algebras
19. The Relation Degree and the Dimension of Subclasses of Pₖ
20. On Generating Systems and Orders of the Subclasses of Pₖ
21. Subclasses of Pₖ,₂
22. Classes of Linear Functions
23. Submaximal Classes of P₃
24. Finite and Countably Infinite Sublattices of Depth 1 or 2
25. The Maximal Classes of ⋂ₐ∈Q Polₖₐ for Q ⊆ Eₖ
26. Maximal Classes of PolₖEₗ for 2 ≤ l < k
27. Further Submaximal Classes of Pₖ
28. Minimal Classes and Minimal Clones of Pₖ
29. Partial Function Algebras

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Tags: Dietlinde Lau, Function, Algebras, Finite, Sets, Basic, Course, Many, Valued, Logic, Clone, Theory

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