Lattice-Ordered Groups: Advances and Techniques
A.M. Glass · W.C. Holland
Dis 2012 · Mathematics and Its Applications Ibhuku elingu-48 · Springer Science & Business Media
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380
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reportIzilinganiso nezibuyekezo aziqinisekisiwe Funda Kabanzi
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A lattice-ordered group is a mathematical structure combining a (partial) order (lattice) structure and a group structure (on a set) in a compatible way. Thus it is a composite structure, or, a set carrying two or more simple structures in a compatible way. The field of lattice-ordered groups turn up on a wide range of mathematical fields ranging from functional analysis to universal algebra. These papers address various aspects of the field, with wide applicability for interested researchers.
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