Fixed point results for multivalued maps in metric spaces with generalized inwardness conditions.
Fixed point results for -contractions on a set with two separating gauge structures.
Fixed point results in quasimetric spaces.
Fixed point results on a metric space endowed with a finite number of graphs and applications
In this paper, we consider self-mappings defined on a metric space endowed with a finite number of graphs. Under certain conditions imposed on the graphs, we establish a new fixed point theorem for such mappings. The obtained result extends, generalizes and improves many existing contributions in the literature including standard fixed point theorems, fixed point theorems on a metric space endowed with a partial order and fixed point theorems for cyclic mappings.
Fixed Point Results Satisfying Rational Type Contractive Conditions in Complex Valued Metric Spaces
The aim of this manuscript is to establish fixed point results satisfying contractive conditions of rational type in the setting of complex valued metric spaces. The derived results generalize and extend some well known results in the existing literature.
Fixed point sets of continuum-values mappings
Fixed point sets of homeomorphisms on dendrites
Fixed point theorem by altering distance between the points.
Fixed point theorem in uniform spaces and applications
Fixed point theorem of half-continuous mappings on topological vector spaces.
Fixed point theorems and almost continuity
Fixed point theorems for a family of hybrid pairs of mappings in metrically convex spaces.
Fixed Point Theorems For A Sequence Of Mappings With Contractive Iterates
Fixed point theorems for a sum of two mappings in locally convex spaces.
Fixed point theorems for a weaker Meir-Keeler type -set contraction in metric spaces.
Fixed point theorems for compatible mappings with applications to the solutions of functional equations arising in dynamic programmings.
Fixed point theorems for compatible multi-valued and single-valued mappings.
Fixed point theorems for contractive mappings in complete -metric spaces.
Fixed point theorems for contractive mappings in metric spaces
Fixed point theorems for cyclic contractive mappings via altering distance functions in metric-like spaces
In this paper, we introduce two different contractive conditions and prove some new fixed point theorems for cyclic (ψ,ϕ,φ)α-contractive mappings and α-(κ,φ)g-contractive mappings in complete metric-like spaces via altering distance functions. Our results generalize and extend some existing results. Moreover, some examples are given to support the obtained results.