- 216 pages
- English
- ePUB (mobile friendly)
- Available on iOS & Android
eBook - ePub
Ordered Algebraic Structures
About this book
This book is an outcome of the conference on ordered algebraic structures held at Nanjing. It covers a range of topics: lattice theory, ordered semi groups, partially ordered groups, totally ordered groups, lattice-ordered groups, and ordered fields.
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Table of contents
- Cover Page
- Halftitle Page
- Algebra, Logic and Applications
- Title Page
- Copyright Page
- Table of Contents
- Preface
- Frontmatter
- Closure Operators on Complete Lattices
- Ordered Groups in which Every Automorphism Preserves the Order*
- Complete Semilattice Decompositions of Ordered Semigroups
- Topological Representation for Generalized-Algebraic Lattices
- Right Ordered Groups
- The Quaternion Rings on the Ordered Fields
- Maximal Orders on Groups of Piecewise Linear Functions of the Real Line
- Structure of Bounded DRl-Monoids and MV-Algebras and their Non-Commutative Generalizations
- Unexpected Lattice-Ordered Quotient Structures
- On Generation of Posets and Lattices Having Finite Bounded Chains
- On Certain Extensions of Partial Orders of Idempotent and Commutative semigroups
- Representations of Orthomodular Structures
- Relative Polar Operators of Radical Classes of hl-groups
- Some Results on Torsion Classes of Lattice-Ordered Groups
- N -kernel classes of l-groups
- Semitorsion and Product Classes of l-groups
- Representation and its Application of a Kind of Vector Lattice
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Yes, you can access Ordered Algebraic Structures by W. Charles Holland in PDF and/or ePUB format, as well as other popular books in Mathematics & Algebra. We have over one million books available in our catalogue for you to explore.