Covering maps of spaces of compact subsetsMappings generated by covering
maps of metric spaces are considered in the spaces of compact
On the Borsuk-Ulam Theorem for Lipschitz Mappings on an Infinite-Dimensional Space Lipschitz mapping. A kind of analogue of the infinite-dimensional version of the Borsuk-Ulam theorem
On Lipschitz-like continuity of a class of set-valued mappings and inequalities. We prove
Lipschitz-like continuity of these
mappings under relaxed constant rank constraint
Covering mappings in metric spaces and fixed points principle says that if a metric space is complete, any self-
mapping of this space satisfying the
Lipschitz Stability of coincidence points and set-valued covering maps in metric spaces set-valued
map was also considered to be β-
Lipschitz when it satisfied the
Lipschitz condition
Periodic Trajectories and Coincidence Points of Tuples of Set-Valued MapsA fixed-point theorem is proved for a finite composition of set-valued
Lipschitz maps Local Lipschitz property for the Chebyshev center mapping over N-netsWe prove local
Lipschitz property of the
map which puts in correspondence to each exact N-net its
Properties of two selections in metric spaces of nonpositive curvatureIn this article the author proves local
Lipschitz properties of two selections for the space
Properties of two selections in metric spaces of nonpositive curvatureIn this article the author proves local
Lipschitz properties of two selections for the space
On the Continuity of Inverse Mappings for Lipschitz Perturbations of Covering MappingsIn this paper, we study the question of the existence of a continuous right inverse
mapping for a