Jobs

Available Master Theses

  • Termination-Analysis as Proof Strategy in OMEGA
    Supervisor: Serge Autexier, Dominik Dietrich
  • TRAMP4OMEGA: Transformations of Refutation Proofs in First-Order Logic into Proofs of the Mathematical Assistance System OMEGA
    Supervisor: Serge Autexier, Dominik Dietrich
  • Extending CORE by Descente Infinie
    Supervisors: Serge Autexier, Claus-Peter Wirth
  • Formalization of Mathematical Texts in PLATO/OMEGA
    Supervisor: Dominik Dietrich, Marc Wagner
    Formalization of parts of typical mathematical theories like Number Theory, Real Analysis, Group Theory and Category Theory (or other mathematical areas) in the text-editor TEXMACS and in interaction with the Mathematical Assistant System PLATO/OMEGA.
  • TRAMP4HOL: Transformations of Refutation Proofs in Higher-Order Logic into OMEGA Proofs
    Supervisor: Serge Autexier, Christoph Benzmüller
  • Paramodulation/Superposition based Calculi for Higher-Order Logic
    Supervisor: Christoph Benzmüller
  • Mapping of First-Order Representations of Mathematics into Higher-Order Representations
    Supervisor: Christoph Benzmüller
  • Higher-Order Representations with Product-Types (and Dependent-Types) vs. Representations in Simply Typed Lambda-Calculus
    Supervisor: Christoph Benzmüller
  • Transformational Approach to Evolutionary Formal Development based on MAYA and CORE
    Supervisors: Serge Autexier, Dieter Hutter
  • Extension of Superposition to Non-normalform Resolution and Paramodulation
    Supervisor: Serge Autexier

Completed Master and Diploma Theses


Available Bachelor Theses


Completed Bachelor Theses and FoPras