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20162022
most citedOn Lipschitzian properties of implicit multifunctions

69 citations · 160 across the 9 of their papers we have counts for

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math.OC2022

On the isolated calmness property of implicitly defined multifunctions

Helmut Gfrerer, Jiri V. Outrata

The paper deals with an extension of the available theory of SCD (subspace containing derivatives) mappings to mappings between spaces of different dimensions. This extension enabl…

math.OC2021

On the application of the SCD semismooth* Newton method to variational inequalities of the second kind

Helmut Gfrerer, Jiri V. Outrata, Jan Valdman

The paper starts with a description of the SCD (subspace containing derivative) mappings and the SCD semismooth* Newton method for the solution of general inclusions. This method i…

math.OC201669 cited

On Lipschitzian properties of implicit multifunctions

Helmut Gfrerer, Jiří V. Outrata

The paper is devoted to the development of new sufficient conditions for the calmness and the Aubin property of implicit multifunctions. As the basic tool one employs the direction…

math.OC201630 cited

On computation of limiting coderivatives of the normal-cone mapping to inequality systems and their applications

Helmut Gfrerer, Jiří V. Outrata

The paper concerns the computation of the limiting coderivative of the normal-cone mapping related to inequality constraints under weak qualification conditions. The obtain…

math.OC201660 cited

Lipschitz and Hölder stability of optimization problems and generalized equations

Helmut Gfrerer, Diethard Klatte

This paper studies stability aspects of solutions of parametric mathematical programs and generalized equations, respectively, with disjunctive constraints. We present sufficient c…

math.OC2016

New verifiable stationarity concepts for a class of mathematical programs with disjunctive constraints

Matúš Benko, Helmut Gfrerer

In this paper we consider a sufficiently broad class of nonlinear mathematical programs with disjunctive constraints, which, e.g., include mathematical programs with complemetarity…