Finite-to-one restrictions of continuous functions
Firm reflections generated by complete metric spaces
First class selectors for weakly upper semi-continuous multi-valued maps in Banach spaces.
First countable and countable spaces all compactifications of which contain βN
First countable spaces without point-countable π-bases
We answer several questions of V. Tkachuk [Fund. Math. 186 (2005)] by showing that ∙ there is a ZFC example of a first countable, 0-dimensional Hausdorff space with no point-countable π-base (in fact, the minimum order of a π-base of the space can be made arbitrarily large); ∙ if there is a κ-Suslin line then there is a first countable GO-space of cardinality κ⁺ in which the order of any π-base is at least κ; ∙ it is consistent to have a first countable,...
First order topology [Book]
Fixed and coincidence points of hybrid mappings
The purpose of this note is to provide a substantial improvement and appreciable generalizations of recent results of Beg and Azam; Pathak, Kang and Cho; Shiau, Tan and Wong; Singh and Mishra.
Fixed And Periodic Points For A Class Of Contractive Operators
Fixed point and best proximity theorems under two classes of integral-type contractive conditions in uniform metric spaces.
Fixed point and coincidence point theorems for a pair of single-valued and multi-valued maps on a metric space.
Fixed point and continuation results for contractions in metric and gauge spaces
We present an overview of generalizations of Banach's fixed point theorem and continuation results for contractions, i.e., results establishing that the existence of a fixed point is preserved by suitable homotopies. We will consider single-valued and multi-valued contractions in metric and in gauge spaces.
Fixed Point and Contraction Theorems in Metric Spaces.
Fixed point and homotopy result for mappings satisfying an implicit relation
In this paper, we prove some fixed point theorems for single valued mappings satisfying an implicit relation on space with two metrics. In addition we give a homotopy result using our theorems.
Fixed point and multidimensional fixed point theorems with applications to nonlinear matrix equations in terms of weak altering distance functions
The aim of this work is to introduce the notion of weak altering distance functions and prove new fixed point theorems in metric spaces endowed with a transitive binary relation by using weak altering distance functions. We give some examples which support our main results where previous results in literature are not applicable. Then the main results of the paper are applied to the multidimensional fixed point results. As an application, we apply our main results to study a nonlinear matrix equation....
Fixed point approximation of weakly commuting mappings in Banach space.
Fixed point in topological vector space-valued cone metric spaces.
Fixed point index for open sets in euclidean spaces
Fixed point index theory for a class of nonacyclic multivalued maps [Book]
Fixed point of nonexpansive type and K-multivalued maps.
Fixed point of weakly contraction mappings.