Dr. Johannes Milz
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News
- June 18, 2021 Defended dissertation.
- March 12, 2019 Released the Julia interface MPBNGCInterface.jl
for the multiobjective proximal bundle method MPBNGC.
Teaching Experience
- Winter Term 2021-2022
- Teaching assistant for Nonlinear Optimization: Advanced
- Winter Term 2020-2021
- Teaching Assistant for Introduction to Software Tools for Nonlinear Programming.
- Graduate Teaching Assistant for Nonlinear Optimization: Advanced offered by Prof. Dr. Michael Ulbrich and Prof. Dr. Boris Vexler.
- Winter Term 2019-2020
- Teaching Assistant for Introduction to Software Tools for Nonlinear Programming.
- Winter Term 2018-2019
- Teaching Assistant for Introduction to Software Tools for Nonlinear Programming.
- Summer Term 2018
- Head Graduate Teaching Assistant for Nonsmooth Optimization offered by Prof. Dr. Michael Ulbrich
- Undergraduate and graduate seminar on Methods and Applications of Nonlinear Optimization (with Prof. Dr. Michael Ulbrich and Dr. Florian Lindemann)
- Teaching Assistant for Real Analysis for Electrical Engineers offered by Prof. Dr. Boris Vexler
- Winter Term 2017-2018
- Teaching Assistant for Real Analysis for Electrical Engineers offered by Prof. Dr. Michael Ulbrich
Mentoring Experience
- Supervised Master's Theses
- Oliver Heinzel, Risk-measure-based PDE-constrained optimization under uncertainty, TUM, 2021
- Anastasia Boykova, Fourier Phase Retrieval via Low-Rank Fourier Phase Retrieval via Low-Rank, TUM, 2019
- Supervised Bachelor's Theses
- Florian Hübler, Nonconvex Distributed Learning with Compression, TUM, 2021
- Adrian Klein, Ein Überblick über Verfahren und Implementierung eines Verfahrens der nichtlinearen semidefiniter Optimierung und numerische Beispiele, TUM, 2019
Publications and Preprints
- J. Milz: Sample Average Approximations of Strongly Convex Stochastic Programs in Hilbert Spaces
, Preprint No. IGDK-2021-04; April 2021, Technical University of Munich. (submitted for publication)
- J. Milz and M. Ulbrich: An approximation scheme for distributionally robust PDE-constrained optimization, Preprint No. IGDK-2020-09; June, 2020, Technical University of Munich. (accepted for publication in SIAM J. Control Optim.)
- J. Milz and M. Ulbrich: An Approximation Scheme for Distributionally Robust Nonlinear Optimization, SIAM J. Optim., 30 (2020), pp. 1996–2025.
Theses
- J. Milz: Topics in PDE-Constrained Optimization under Uncertainty and Uncertainty Quantification, 2021, Technical University of Munich.
- J. Milz: A Structure-Exploiting Solution Method for Convex Optimal Control Problems, 2017, Technical University of Munich.
- J. Milz: Asymptotic Properties of Least-Squares Estimators in Linear Models, 2015, Technical University of Munich.