Research output per year
Research output per year
-
On SCD Semismooth* Newton methods for the efficient minimization of Tikhonov functionals with non-smooth and non-convex penalties
Gfrerer, H., Hubmer, S. & Ramlau, R., 24 Jun 2025, In: Inverse Problems. 41, 7, 32 p., 075002.Research output: Contribution to journal › Article › peer-review
Open Access -
On SCD Semismooth∗ Newton methods for the efficient minimization of Tikhonov functionals with non-smooth and non-convex penalties
Gfrerer, H., Hubmer, S. & Ramlau, R., Oct 2024, 31 p. (arXiv.org; no. 2410.13730v1 [math.NA]).Research output: Working paper and reports › Preprint
-
On the isolated calmness property of implicitly defined multifunctions
Gfrerer, H. & Outrata, J. V., 2023, In: Journal of Convex Analysis. 30, 3, p. 1001-1023 23 p.Research output: Contribution to journal › Article › peer-review
-
On the SCD semismooth* Newton method for generalized equations with application to a class of static contact problems with Coulomb friction
Gfrerer, H., Mandlmayr, M., Outrata, J. V. & Valdman, J., Dec 2023, In: Computational Optimization and Applications. 86, 3, p. 1159-1191 33 p.Research output: Contribution to journal › Article › peer-review
Open Access -
Radius Theorems for Subregularity in Infinite Dimensions
Gfrerer, H. & Kruger, A. Y., Dec 2023, In: Computational Optimization and Applications. 86, 3, p. 1117-1158 42 p.Research output: Contribution to journal › Article › peer-review
Projects
- 5 Finished
-
Regularität und Stabilität von verallgemeinerten Gleichungen
Benko, M. (Researcher), Mandlmayr, M. (Researcher) & Gfrerer, H. (PI)
01.10.2016 → 30.09.2021
Project: Funded research › FWF - Austrian Science Fund
-
Numerical methods for disjunctive programming
Benko, M. (Researcher) & Gfrerer, H. (PI)
01.10.2013 → 30.09.2016
Project: Funded research › FWF - Austrian Science Fund
-
Mathematische Lösung thermodynamischer Gleichgewichtsprobleme bei Schlacke-Stahl-Systemen
Gfrerer, H. (PI)
30.09.2002 → 31.12.2002
Project: Contract research › Industry project
-
Numerische Berechnung von Drahtseilen
Gfrerer, H. (PI)
16.05.2002 → 31.05.2002
Project: Contract research › Industry project
-
Optimaler Stichplan für eine Warmbreitbandstraße
Haberl, C. (Researcher) & Gfrerer, H. (PI)
01.02.1995 → 01.07.1998
Project: Other › Master thesis project
-
On second-order variational analysis of proxregular functions
Gfrerer, H. (Speaker)
23 Jul 2024Activity: Talk or presentation › Contributed talk › science-to-science
-
On the SCD semismooth* Newton method for solving generalized equations
Gfrerer, H. (Speaker)
12 Jul 2023Activity: Talk or presentation › Contributed talk › science-to-science
-
On local analysis of multifunctions via subspaces contained ingeneralized derivatives
Gfrerer, H. (Speaker)
13 Sept 2022Activity: Talk or presentation › Invited talk › science-to-science
-
The Radius of Metric Subregularity
Gfrerer, H. (Speaker)
09 Jun 2022Activity: Talk or presentation › Invited talk › science-to-science
-
On the SCD semismooth* Newton method
Gfrerer, H. (Speaker)
03 Mar 2022Activity: Talk or presentation › Invited talk › science-to-science