Lahcen OUMERTOU
Department of Mathematics and Computing Sciences,
Higher Normal School, AMCS Research Team
Mohammed Lamarti SEFIAN
Department of Mathematics and Computing Sciences,
Higher Normal School, AMCS Research Team
Ismail TAHIRI
Department of Mathematics and Computing Sciences,
Higher Normal School, AMCS Research Team
Abstract
In this study, we present a novel fixed point property for self mappings on G-Menger space under ϖ-probabilistic contraction and the boundedness of orbit conditions.In order to realize our idea, we establish a link between the t-norm of H-type and the boundedness of orbit also, we investigate the finding results to prove the existence and uniqueness of a common fixed point for a family of mapping in this kind of spaces. Our discoveries extend many results in the literature.