In 1922, Banach [1] proved a fundamental result in fixed point theory which is one of the
important tools in the field of nonlinear analysis and its applications. Many authors extended …

EXTENDED FUZZY b-METRIC SPACES 1. Introduction and Preliminaries After the celebrated
Banach contraction principle was establish Page 1 Journal of Mathematical Analysis ISSN …

FIXED POINTS ON QUASI-METRIC SPACES VIA SIMULATION FUNCTIONS AND
CONSEQUENCES 1. Introduction The concept of a quasi metric spac Page 1 Journal of …

We establish the notion of τ-generalized contraction for a pair of mappings S1 and S2 over a
set Z, where τ: Z2→[1,+∞) is a function. We appoint our new notion to formulate and prove …

In this research article, the Wardowski type notion for α-F-contractive nonself multivalued
mappings has been introduced. The existence and uniqueness of the fixed point on α-F …

In this paper, we focus on achieving new results about the existence of fixed points for a new
type of multivalued contractions. We furnish an example which demonstrate the supremacy …

In this article, we introduce fixed point theorems for multivalued mappings satisfying implicit-
type contractive conditions based on a special form of simulation functions. We also provide …

The objective of this paper is to present a new notion of a tripled fixed point (TFP) findings by
virtue of a control function in the framework of fuzzy cone metric spaces (FCM-spaces). This …

ORDER-THEORETIC FIXED POINT RESULTS FOR (ψ, φ, η)g-GENERALIZED WEAK
CONTRACTIVE MAPPINGS 1. Introduction Fixed point theory i Page 1 Journal of Mathematical …

In this paper, we introduce dominating dualistic contractive mappings and dominating
weakly dualistic contractive mappings. We use these contractive mappings to establish two …