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Professur für Optimization under Uncertainty & Data Analysis
Reallocation / Closing: 01.06.2025
Friedrich-Alexander-Universität Erlangen-Nürnberg
Naturwissenschaftliche Fakultät
Department of Data Science
Overview
Publications
(101)
Research Fields
(5)
Types of publications
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Journal article
Journal article
Book chapter / Article in edited volumes
Book chapter / Article in edited volumes
Authored book
Authored book
Translation
Translation
Thesis
Thesis
Edited Volume
Edited Volume
Conference contribution
Conference contribution
Other publication type
Other publication type
Unpublished / Preprint
Unpublished / Preprint
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Adaptive bundle methods for nonlinear robust optimization (2022)
Kuchlbauer M, Liers F, Stingl M
Journal article
Γ–counterparts for robust nonlinear combinatorial and discrete optimization (2021)
Adelhütte D, Liers F
Other publication type
Computing optimality certificates for convex mixed-integer nonlinear problems (2021)
Halbig K, Hümbs L, Rösel F, Schewe L, Weninger D
Other publication type
Dynamic Sectorization in Multi-Panel Massive MIMO Systems (2021)
Antunovic A, Amiri E, Biefel C, Steinbock G, Aulin J, Liers F, Gerstacker W
Conference contribution, Original article
Network planning and routing problems over time: Models, complexity and algorithms (2021)
Glomb L, Hoch B, Liers F, Rösel F
Conference contribution
A rolling-horizon approach for multi-period optimization (2021)
Glomb L, Liers F, Rösel F
Journal article
Analysis and Improvement of LVDC-Grid Stability using Circuit Simulation and Machine Learning - A Case Study (2021)
Roeder G, Ott L, Maier A, Wunder B, Wienzek P, Bärmann A, Liers F, Schellenberger M
Conference contribution, Conference Contribution
Radius of Robust Feasibility for Mixed-Integer Problems (2021)
Liers F, Schewe L, Thürauf J
Journal article, Original article
Solving mixed-integer nonlinear optimization problems using simultaneous convexification: a case study for gas networks (2021)
Liers F, Martin A, Merkert M, Mertens N, Michaels D
Journal article
Robust Optimization in Nanoparticle Technology: A Proof of Principle by Quantum Dot Growth in a Residence Time Reactor (2021)
Dienstbier J, Aigner KM, Rolfes J, Peukert W, Segets D, Pflug L, Liers F
Journal article, Original article
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