Publications

Submitted Works and Preprints

2025

  1. A Dantzig-Wolfe Single-Level Reformulation for Mixed-Integer Bilevel Optimization: Exact and Heuristic Approaches.
    Jointly with Martin Schmidt.

  2. On Coupling Constraints in Pessimistic Linear Bilevel Optimization.
    Jointly with Dorothee Henke, Martin Schmidt and Johannes Thürauf.

  3. Solving Decision-Dependent Robust Problems as Bilevel Optimization Problems.
    Jointly with Martin Schmidt, Simon Stevens, Johannes Thürauf.

2024

  1. Computing Counterfactual Explanations for Linear Optimization: A New Class of Bilevel Models and a Tailored Penalty Alternating Direction Method.
    Jointly with Martin Schmidt.

  2. Correction to A Lagrangian dual method for two-stage robust optimization with binary uncertainties.
    Jointly with Anirudh Subramanyam.

  3. Exact Augmented Lagrangian Duality for Nonconvex Mixed-Integer Nonlinear Optimization.
    Jointly with Martin Schmidt.

2023

  1. Using Column Generation in Column-and-Constraint Generation for Adjustable Robust Optimization.
    Jointly with Martin Schmidt, Johannes Thürauf.

  2. Exact Approaches for Convex Adjustable Robust Optimization.
    Jointly with Enrico Malaguti, Michele Monaci.

Published Articles

In Peer-Reviewed Journals

2024

  1. On Coupling Constraints in Linear Bilevel Optimization.
    Jointly with Dorothee Henke, Martin Schmidt, Johannes Thürauf.
    In Optimization Letters, Online First. 10.1007/s11590-024-02156-3

2023

  1. Adjustable Robust Optimization with Discrete Uncertainty.
    Jointly with Enrico Malaguti, Michele Monaci.
    In INFORMS Journal on Computing, Volume 36, Issue 1, Pages 1-304, C2. 10.1287/ijoc.2022.0086

  2. Adjustable Robust Optimization with Nonlinear Recourse.
    Single author.
    In 4OR - A Quarterly Journal of Operations Research, PhD Abstract. 10.1007/s10288-023-00557-1

  3. Adjustable Robust Optimization with Objective Uncertainty.
    Jointly with Boris Detienne, Enirco Malaguti, Michele Monaci.
    In European Journal of Operations Research, Volume 312, Issue 1, Pages 373-384. 10.1016/j.ejor.2023.06.042

2022

  1. A Two-Stage Robust Approach for the Weighted Number of Tardy Jobs with Objective Uncertainty.
    Jointly with François Clautiaux, Boris Detienne.
    In Journal of Scheduling, Volume 26, Pages 169-191. 10.1007/s10951-022-00775-1