FUNCTIONAL MEIR-KEELER CONTRACTIONS OVER METRIC SPACES
Résumé
A fixed point result involving functional
Meir-Keeler maps is established
over (standard) ordered metric spaces.
Further, it is shown that
some related statements, including the ones due to
Choudhury and Kundu
[Demonstr. Math., 46 (2013), 327-334]
or
Du and Rassias
[Int. J. Nonlin. Anal. Appl., 11 (2020), 55-66],
are ultimately reducible to such techniques.
Domaines
Topologie générale [math.GN]
Origine : Fichiers produits par l'(les) auteur(s)