AbstractThe relations between different forms of Lipschitz constants for linear systems under right-hand-side perturbations are studied. In particular, Wu Li's (1993) sharp Lipschitz constant is shown to be equal to a quantity used by S. M. Robinson (1973) in the proof of Hoffman's lemma
AbstractLet X be a closed subset of I = [−1, 1], and let Bn(f) be the best uniform approximation to ...
AbstractIn this paper we develop bounds for the displacement in the solution set of a system of pert...
We are concerned with positive solutions of second order fully nonlinear elliptic equations. Here w...
AbstractThe relations between different forms of Lipschitz constants for linear systems under right-...
AbstractThe purpose of this paper is to derive the sharp Lipschitz constants for the feasible soluti...
The purpose of this paper is to derive the sharp Lipschitz constants for the feasible solutions and ...
The paper is focussed on the Lipschitz lower semicontinuity of the feasible set mapping for linear (...
AbstractLet f be a Lipschitz operator from a path-connected set D⊆Cm into Cm, with the lub-Lipschitz...
This paper analyzes the Lipschitz behavior of the feasible set mapping associated with linear and co...
This is a well-written compendium of both classical and recent results on qualitative and quantitati...
AbstractLet X be a closed subset of I= [− 1, 1], For f ϵ C[X], the local Lipschitz constant is defin...
We review some recent Lipischitz regularity results for solutions to nonlinear elliptic equations a...
We consider the classical obstacle problem on bounded, connected Lipschitz domains D⊂Rn. We derive q...
AbstractA problem posed by Murthy, Parthasarathy, and Sriparna is settled in this note, viz., a nond...
AbstractLet V be a Euclidean Jordan algebra with symmetric cone K. We show that if a linear transfor...
AbstractLet X be a closed subset of I = [−1, 1], and let Bn(f) be the best uniform approximation to ...
AbstractIn this paper we develop bounds for the displacement in the solution set of a system of pert...
We are concerned with positive solutions of second order fully nonlinear elliptic equations. Here w...
AbstractThe relations between different forms of Lipschitz constants for linear systems under right-...
AbstractThe purpose of this paper is to derive the sharp Lipschitz constants for the feasible soluti...
The purpose of this paper is to derive the sharp Lipschitz constants for the feasible solutions and ...
The paper is focussed on the Lipschitz lower semicontinuity of the feasible set mapping for linear (...
AbstractLet f be a Lipschitz operator from a path-connected set D⊆Cm into Cm, with the lub-Lipschitz...
This paper analyzes the Lipschitz behavior of the feasible set mapping associated with linear and co...
This is a well-written compendium of both classical and recent results on qualitative and quantitati...
AbstractLet X be a closed subset of I= [− 1, 1], For f ϵ C[X], the local Lipschitz constant is defin...
We review some recent Lipischitz regularity results for solutions to nonlinear elliptic equations a...
We consider the classical obstacle problem on bounded, connected Lipschitz domains D⊂Rn. We derive q...
AbstractA problem posed by Murthy, Parthasarathy, and Sriparna is settled in this note, viz., a nond...
AbstractLet V be a Euclidean Jordan algebra with symmetric cone K. We show that if a linear transfor...
AbstractLet X be a closed subset of I = [−1, 1], and let Bn(f) be the best uniform approximation to ...
AbstractIn this paper we develop bounds for the displacement in the solution set of a system of pert...
We are concerned with positive solutions of second order fully nonlinear elliptic equations. Here w...