Theses

Doctoral Theses

Current Doctoral Theses

  • Debora Ramacciotti, Sparse State Encoding and Stabilizer-Based Metrology for Quantum Computing (supervised by Tobias J. Osborne)
  • Shawn Skelton, Quantum algorithms through quantum signal processing (supervised by Tobias J. Osborne)
  • Martin Steinbach, Quantum Multigrid Methods applied to Maxwell’s Equations (supervised by Tobias J. Osborne, Thomas Wick)
  • Kläre Wienecke, Field Tests of quantumbased Communication (supervised by Tobias J. Osborne, René Schwonnek)
  • Timo Ziegler, Quantum Conic Programming (supervised by Tobias J. Osborne, René Schwonnek)

Completed Doctoral Theses

Master's Theses

Current Topics

  • Comparing Functional Linear Solvers with VTAA (contact: Shawn Skelton)


    There are many proposals for solving a system of linear equations with a quantum computer. These quantum linear solvers (QLS) generally fall into two categories: functional and adiabatic algorithms. Adiabatic algorithms have the best asymptotic lower bounds, but functional algorithms can be made competitive by using a complex routine called variable time amplitude amplification (VTAA).

    There is increasing interest in performing high-level resource analyses to compare quantum algorithms with similar assumptions and determine if one offers an advantage over another. This type of work requires a blend of complexity analysis and some applied computer science. While existing comparisons of functional QLS use this method, none have incorporated VTAA. . So, existing comparisons use results which are known to underperform in asymptotic limit.

    This project will consist of learning about VTAA and functional QLS algorithms, and then adapting existing code to perform a high-level resource analysis of several variants of VTAA applied to functional linear solvers. A student would need to be comfortable working with and adapting existing Python code, as well as working through proofs.

  • individual projects, contact: everyone

Current Master's Theses

  • Robin Syring, Reinforcement Learning for Cavity Locking (supervised by Tobias J. Osborne, Viktoria-Sophie Schmiesing)
  • Nils Zolitschka, Gaussian Dissipative Neural Networks (supervised by Tobias J. Osborne, Viktoria-Sophie Schmiesing)
  • Ole Grimsel, Quantum Tic-Tac-Toe, 2026 (betreut von Andreea-Iulia Lefterovici, Tobias J. Osborne)

Completed Master's Theses

Bachelor's Theses

Current Topics

  • individual projects, contact: everyone

Current Bachelor's Theses

Completed Bachelor's Theses