Add to ORKGCORNELIU URSESCU Abstract. The paper concerns a near subtraction result for mul-tifunctions with locally closed graphs in metric spaces. 1
Various problems in machine learning, databases, and statistics involve pairwise distances among a s...
Based on the concepts of contractive conditions due to Suzuki (Suzuki, T., A generalized Banach cont...
The main aim of this paper is to propose the concept of so-called near fixed point and establish man...
AbstractAn approximate open mapping principle for multifunctions between metric spaces with closed g...
This paper concerns itself mainly with those functions from one topological or metric space to anoth...
We discuss linear openness results for multifunctions with closed graphs in metric spaces. 1
AbstractThe paper concerns the local, metric version of a closed graph result of Kelley
We discuss linear openness results for multifunctions with closed graphs in metric spaces
We approximate an upper semicontinuous multifunction F from a metric space T into the compact, conne...
Refining the variational method introduced in Azé et al. [Nonlinear Anal. 49 (2002) 643-670], we giv...
In presented work we study relation between a real function, or a map between two metric spaces, and...
AbstractIn this paper, first part, we establish some fixed point theorems for a k-set contraction ma...
AbstractA shrinking criterion for upper semicontinuous decompositions of a locally compact metric sp...
Based on the concepts of contractive conditions due to Suzuki (Suzuki, T., A generalized Banach cont...
We introduce the concept of proximity points for nonself-mappings between two subsets of a complex v...
Various problems in machine learning, databases, and statistics involve pairwise distances among a s...
Based on the concepts of contractive conditions due to Suzuki (Suzuki, T., A generalized Banach cont...
The main aim of this paper is to propose the concept of so-called near fixed point and establish man...
AbstractAn approximate open mapping principle for multifunctions between metric spaces with closed g...
This paper concerns itself mainly with those functions from one topological or metric space to anoth...
We discuss linear openness results for multifunctions with closed graphs in metric spaces. 1
AbstractThe paper concerns the local, metric version of a closed graph result of Kelley
We discuss linear openness results for multifunctions with closed graphs in metric spaces
We approximate an upper semicontinuous multifunction F from a metric space T into the compact, conne...
Refining the variational method introduced in Azé et al. [Nonlinear Anal. 49 (2002) 643-670], we giv...
In presented work we study relation between a real function, or a map between two metric spaces, and...
AbstractIn this paper, first part, we establish some fixed point theorems for a k-set contraction ma...
AbstractA shrinking criterion for upper semicontinuous decompositions of a locally compact metric sp...
Based on the concepts of contractive conditions due to Suzuki (Suzuki, T., A generalized Banach cont...
We introduce the concept of proximity points for nonself-mappings between two subsets of a complex v...
Various problems in machine learning, databases, and statistics involve pairwise distances among a s...
Based on the concepts of contractive conditions due to Suzuki (Suzuki, T., A generalized Banach cont...
The main aim of this paper is to propose the concept of so-called near fixed point and establish man...