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Enriched lattice-valued convergence groups
Journal article   Peer reviewed

Enriched lattice-valued convergence groups

T.M.G. Ahsanullah, David Gauld, Jawaher Al-Mufarrij and Fawzi Al-Thukair
Fuzzy sets and systems, Vol.238, pp.71-88
01/03/2014
DOI: https://doi.org/10.1016/j.fss.2013.08.010

Abstract

Algebra Enriched lattice L-filter L-generalized convergence group L-limit group L-uniform convergence space Probabilistic limit group Strong L-limit group t-norm Topology Ultra approach limit group
Considering a category SL-GConv, of stratified enriched cl-premonoid-valued generalized convergence spaces, we present the category SL-GConvGrp, of stratified L-generalized convergence groups, and some of its subcategories. We present two natural examples on stratified enriched cl-premonoid-valued convergence groups. Among other results, we show that every stratified strong L-limit group is SL-UCS-uniformizable.

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