Add to ORKGIn metric spaces, single-valued self-maps and multimaps with closed images are consid-ered and fixed point and coincidence point theorems for such maps have been obtained without using the (extended) Hausdorffmetric, thereby generalizing many results in the literature including those on the famous conjecture of Reich on multimaps. 1
The notion of metric regularity can be extended to multivalued mappings acting in the products of me...
Abstract. In this paper two coincidence point theorems in complete metric spaces for two pairs of si...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
In metric spaces, single-valued self-maps and multimaps with closed images are consid-ered and fixed...
In metric spaces, single-valued self-maps and multimaps with closed images are considered and fixed ...
We obtain fixed point and coincidence point theorems for a pair of single-valued and multi-valued ma...
We obtain fixed point and coincidence point theorems for a pair of single-valued and multi-valued ma...
We obtain fixed point and coincidence point theorems for a pair of single-valued and multi-valued ma...
It is proved that a pair of reciprocally continuous and nonvacuously compatible single-valued and mu...
It is proved that a pair of reciprocally continuous and nonvacuously compatible single-valued and mu...
We establish some results on coincidence and common fixed points for a two-pair of multi-valued and ...
We establish some results on coincidence and common fixed points for a two-pair of multi-valued and ...
The concept of relatively nonexpansive maps is introduced. Fixed point and coincidence results for f...
The notion of metric regularity can be extended to multivalued mappings acting in the products of me...
The relationship between the convergence of a sequence of self mappings of a metric space and their ...
The notion of metric regularity can be extended to multivalued mappings acting in the products of me...
Abstract. In this paper two coincidence point theorems in complete metric spaces for two pairs of si...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
In metric spaces, single-valued self-maps and multimaps with closed images are consid-ered and fixed...
In metric spaces, single-valued self-maps and multimaps with closed images are considered and fixed ...
We obtain fixed point and coincidence point theorems for a pair of single-valued and multi-valued ma...
We obtain fixed point and coincidence point theorems for a pair of single-valued and multi-valued ma...
We obtain fixed point and coincidence point theorems for a pair of single-valued and multi-valued ma...
It is proved that a pair of reciprocally continuous and nonvacuously compatible single-valued and mu...
It is proved that a pair of reciprocally continuous and nonvacuously compatible single-valued and mu...
We establish some results on coincidence and common fixed points for a two-pair of multi-valued and ...
We establish some results on coincidence and common fixed points for a two-pair of multi-valued and ...
The concept of relatively nonexpansive maps is introduced. Fixed point and coincidence results for f...
The notion of metric regularity can be extended to multivalued mappings acting in the products of me...
The relationship between the convergence of a sequence of self mappings of a metric space and their ...
The notion of metric regularity can be extended to multivalued mappings acting in the products of me...
Abstract. In this paper two coincidence point theorems in complete metric spaces for two pairs of si...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...