Properties of closed set-valued covering mappings acting from one metric space into another are studied. Under quite general assumptions, it is proved that, if a given α-covering mapping and a mapping satisfying the Lipschitz condition with constant β 0. © Pleiades Publishing, Ltd., 2009
The concept of covering (regularity) for mappings in partially ordered spaces is introduced. Suffici...
The concept of covering (regularity) for mappings in partially ordered spaces is introduced. Suffici...
For mappings acting in the product of metric spaces we propose a concept of vector covering. This co...
Properties of closed set-valued covering mappings acting from one metric space into another are stud...
A study was conducted to demonstrate stability of coincidence points and set-valued covering maps in...
A study was conducted to demonstrate stability of coincidence points and set-valued covering maps in...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
In the paper, some results on coincidence points existence are discussed. The theorems on coincidenc...
In the paper, some results on coincidence points existence are discussed. The theorems on coincidenc...
Covering mappings in metric spaces with fixed points was defined. Two assertions were made including...
Covering mappings in metric spaces with fixed points was defined. Two assertions were made including...
The paper is devoted to investigation of covering mappings in metric spaces. In the first part of th...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
The concept of covering (regularity) for mappings in partially ordered spaces is introduced. Suffici...
The concept of covering (regularity) for mappings in partially ordered spaces is introduced. Suffici...
For mappings acting in the product of metric spaces we propose a concept of vector covering. This co...
Properties of closed set-valued covering mappings acting from one metric space into another are stud...
A study was conducted to demonstrate stability of coincidence points and set-valued covering maps in...
A study was conducted to demonstrate stability of coincidence points and set-valued covering maps in...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
In the paper, some results on coincidence points existence are discussed. The theorems on coincidenc...
In the paper, some results on coincidence points existence are discussed. The theorems on coincidenc...
Covering mappings in metric spaces with fixed points was defined. Two assertions were made including...
Covering mappings in metric spaces with fixed points was defined. Two assertions were made including...
The paper is devoted to investigation of covering mappings in metric spaces. In the first part of th...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
The concept of covering (regularity) for mappings in partially ordered spaces is introduced. Suffici...
The concept of covering (regularity) for mappings in partially ordered spaces is introduced. Suffici...
For mappings acting in the product of metric spaces we propose a concept of vector covering. This co...
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