DUA TIPE PEMETAAN KONTRAKTIF PADA RUANG METRIK CONE

Abstract

Meir and Keeler introduced type of contraction mapping as generalization of the Banach contraction principle. Moreover, Leader defined another type of this mapping which considered complete graph function and satisfying more general property than Meir-Keeler type. In other hand, Huang and Zhang with their cone metrik space gives motivation to more explore fixed point theorem theory. In this paper, we introduce the concept Meir-Keeler and Leader type of contraction mappings on cone metrik space. Keywords: Contractive Mapping, Meir-Keeler Property, Complete Graph Function, Cone Metric Space.