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Ockham Algebras Book

Ockham Algebras
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  • Ockham Algebras
  • Written by author Varlet Blyth
  • Published by Oxford University Press, USA, November 1994
  • Ockham algebras—the natural generalization of a well known and important notion of a boolean algebra—has an infinite amount of subvarieties, including those of de Morgan, Stone, and Kleene algebras. This book, the first unified account of the su
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Book Categories

Authors

0Ordered sets, lattices, and universal algebra1
1Examples of Ockham algebras; the Berman classes8
2Congruence relations20
3Subdirectly irreducible algebras37
4Duality theory52
5The lattice of subvarieties75
6Fixed points105
7Fixed point separating congruences115
8Congruences on K[subscript 1,1]-algebras133
9MS-spaces; fences, crowns, ...149
10The dual space of a finite simple Ockham algebra164
11Relative Ockham algebras179
12Double MS-algebras187
13Subdirectly irreducible double MS-algebras197
14Congruences on double MS-algebras207
15Singles and doubles216
Bibliography231
Notation index237
Index239


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