Lattice-Ordered Groups: An Introduction

By Marlow Anderson, T. Feil. 2011

107 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/0e60425350ae49a7b8e121c149268f28dd1774ab

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1. George Metcalfe
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4. Constantine Tsinakis
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Citations in the corpus

• AMALGAMATION AND INTERPOLATION IN ORDERED ALGEBRAS (2014, background): “Moreover, lattice-ordered groups (or -groups) (see [3,26]) can be presented as residuated lattices satisfying x(x\e) = e.”
• The Blok–Ferreirim theorem for normal GBL-algebras and its application (2009, background): “Example 16. An l-group is weakly abelian if it satisfies x 2 y ≤ yx for each x ≤ e and for all y. Note that there are weakly abelian and nonabelian l-groups [ AF88 ].”