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Distributive Lattices With Unary Operations-(分配格序代数)

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作者：Fang Jie 著

出版社：科学出版社

出版时间：2011-4-1

I S B N：9787030301994

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Distributive Lattices With Unary Operations-(分配格序代数)

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61.60元

Distributive Lattices With Unary Operations-(分配格序代数)

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价格
61.60元

分配格序代数(英文版）

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66.30元

分配格序代数(英文版）

送货上门

价格
66.30元

分配格序代数（英文版）

送货上门

价格
66.30元

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内容简介

with the development of information scienceand theoretical computer science, lattice-ordered algebraicstructure theory has played a more and more important role intheoretical and applied science. not only is it an important branchof modern mathematics, but it also has broad and importantapplications in algebra, topology, fuzzy mathematics and otherapplied sciences such as coding theory, computer programs,multi-valued logic and science of information systems, etc. theresearch in distributive lattices with unary operations has madegreat progress in the past three decades, since joel berman firstintroduced the distributive lattices with an additional unaryoperation in 1978, which were named ockham algebras by goldberg ayear later. this is due to those researchers who are working onthis subject, such as adams, beazer, berman, blyth, davey,goldberg, priestley, sankappanavar and varlet.

作者简介

foreword
preface
chapter 1 universal algebra and lattice-ordered algebras
1.1 universal algebra
1.2 lattice-ordered algebras
1.3 priestley duality of lattice-ordered algebras
chapter 2 ockham algebras
2.1 subclasses
2.2 the subdirectly irreducible algebras
2.3 ockham chains
2.4 the structures of finite simple ockham algebras
2.5 isotone mappings on ockham algebras
chapter 3 extended ockham algebras
3.1 definition and basic congruences
3.2 the subdirectly irreducible algebras