AbstractWe revisit studies on extension of Lipschitz maps and obtain new results about extension of displacements of bounded strain tensors. These questions are of interest in elasticity theory, optimal designs, as well as in functional analysis
The classical Lipschitz extension problem in concerned for conditions on a pair of metric spaces (X,...
The classical Lipschitz extension problem in concerned for conditions on a pair of metric spaces (X,...
This paper develops a theory of Lipschitz comparisons of hyperbolic surfaces analogous to t...
AbstractIn this article the existence of the convex extension of convex set valued map is considered...
Abstract. Consider a bounded open set U ⊂ Rn and a Lipschitz function g: ∂U → Rm. Does this function...
The aim of this book is to present various facets of the theory and applications of Lipschitz functi...
In this paper we have obtained a new theorem that a nonlinear Lipschitz (Lip-) functional defined on...
LSAEs (Large Scale Absolute Extensors) were introduced by J. Dydak and the author to study the coars...
10 pagesWe prove a uniform extension result for contracting maps defined on subsets of Hadamard mani...
We prove a Lipschitz extension lemma in which the extension procedure simultaneously preserves the L...
AbstractWe consider extensions of linear operators from finite dimensional subspaces. As a corollary...
We prove a Lipschitz extension lemma in which the extension procedure simultaneously preserves the L...
Those functions on arbitrary subsets of Image, which admit smooth extensions to Image, as well as th...
These lecture focus on two vector-valued extremal problems which have a common feature in that the c...
This paper develops a theory of Lipschitz comparisons of hyperbolic surfaces analogous to t...
The classical Lipschitz extension problem in concerned for conditions on a pair of metric spaces (X,...
The classical Lipschitz extension problem in concerned for conditions on a pair of metric spaces (X,...
This paper develops a theory of Lipschitz comparisons of hyperbolic surfaces analogous to t...
AbstractIn this article the existence of the convex extension of convex set valued map is considered...
Abstract. Consider a bounded open set U ⊂ Rn and a Lipschitz function g: ∂U → Rm. Does this function...
The aim of this book is to present various facets of the theory and applications of Lipschitz functi...
In this paper we have obtained a new theorem that a nonlinear Lipschitz (Lip-) functional defined on...
LSAEs (Large Scale Absolute Extensors) were introduced by J. Dydak and the author to study the coars...
10 pagesWe prove a uniform extension result for contracting maps defined on subsets of Hadamard mani...
We prove a Lipschitz extension lemma in which the extension procedure simultaneously preserves the L...
AbstractWe consider extensions of linear operators from finite dimensional subspaces. As a corollary...
We prove a Lipschitz extension lemma in which the extension procedure simultaneously preserves the L...
Those functions on arbitrary subsets of Image, which admit smooth extensions to Image, as well as th...
These lecture focus on two vector-valued extremal problems which have a common feature in that the c...
This paper develops a theory of Lipschitz comparisons of hyperbolic surfaces analogous to t...
The classical Lipschitz extension problem in concerned for conditions on a pair of metric spaces (X,...
The classical Lipschitz extension problem in concerned for conditions on a pair of metric spaces (X,...
This paper develops a theory of Lipschitz comparisons of hyperbolic surfaces analogous to t...
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