Luis Ammann

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​​M. Sc. Luis Ammann
Universität Duisburg-Essen
Fakultät für Mathematik
Thea-Leymann-Straße 9
D-45127 Essen

Room: WSC-W-4.19, +49 201 183 6883
E-mail: luis.ammann[at]uni-due.de

Research Interests

  • Analysis and Optimization of Wave Phenomena
  • Algorithms for Nonlinear Problems
  • Numerical Analysis of PDEs
  • Full Waveform Inversion
  • Sequential Quadratic Programming

Journal Publications

[1] Luis Ammann and Irwin Yousept: Acoustic Full Waveform Inversion via Optimal Control: First- and Second-Order Analysis [PDF] SIAM Journal on Control and Optimization, 61:4, 2468-2496, 2023.

Preprints

[2] Luis Ammann and Irwin Yousept: Numerical Analysis for a Hyperbolic PDE-Constrained Optimization Problem in Acoustic Full Waveform Inversion [PDF] Preprint, arXiv, 2407.19273, 2024.

[1] Luis Ammann and Irwin Yousept: Analysis of the SQP Method for Hyperbolic PDE-Constrained Optimization in Acoustic Full Waveform Inversion [PDF] Preprint, arXiv, 2405.05158, 2024.

Conference Talks

  • Conference on Computational Methods in Applied Mathematics, June 10-14, 2024, Bonn.
  • Chemnitz Symposium on Inverse Problems, October 8-10, 2023, Würzburg.
  • European Conference on Computational Optimization, September 25-27, 2023, Heidelberg.
  • Conference on Computational Methods in Applied Mathematics, August 29 - September 02, 2022, Vienna.
  • The East and Southeast Asia Workshop on Inverse Problems and Optimal Control, August 1-5, 2022, online.
  • IFIP TC7 System Modeling and Optimization,  July 4-8, 2022, Warsaw.
  • Conference on Mathematics of Wave Phenomena, February 14-18, 2022, online.

Teaching

  • Praktikum zur numerischen Mathematik: LSF, Moodle, Summer Term 2024.
  • Akustische und elektromagnetische Wellenphänomene: LSF, Moodle, Winter Term 2023/2024.
  • Praktikum zur Optimierung: LSF, Moodle, Winter Term 2023/2024.
  • Optimale Steuerung partieller Differentialgleichungen:  LSF, Moodle, Summer Term 2023.
  • Praktikum zur Optimierung: LSF, Moodle, Summer Term 2023.
  • Numerische Methoden für Variationsungleichungen: LSF, Moodle, Winter Term 2022/2023.
  • Praktikum zur Optimierung: LSF, Moodle, Winter Term 2022/2023. 
  • Inverse Probleme: LSF, Moodle, Summer Term 2022.
  • Praktikum zur Numerik: LSF, Moodle, Summer Term 2022. ​
  • Introduction to Numerical Methods: LSF, Moodle, Winter Term 2021/2022
  • Praktikum zur Optimierung: LSF, Moodle, Winter Term 2021/2022 ​
  • Advanced Numerical Methods: LSF, Moodle, Summer Term 2021.
  • Introduction to Numerical Methods: LSF, Moodle, Winter Term 2020/2021.
  • Praktikum zur numerischen Mathematik: LSF, Winter Term 2020/2021. ​
  • Programmierkurs der numerischen Mathematik: LSF, Moodle, Summer Term 2020.