Reactive Systems Group

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Teaching

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    Functional Programming and Verification
    Core Lecture · Summer 2026
    The course provides an introduction to functional programming and program verification. We use the programming language OCaml to study the fundamental concepts of functional programming. We cover notions like recursion, higher-order functions, polymorphic types, and constructors, as well as static and dynamic semantics and the verification of functional programs.
    Organized by: Bernd Finkbeiner, Iona Kuhn, Julian Erhard, N. Ege Saraç, Aleksy Feliks Idzikowski, Alexander Glas, Manuel Lerchner, Aziz Abderrahmane Ben Othmane, Cihan Demirci, Conrad Laurenz Fischer, Darina Grigoriu, Ferdinand Schenk, Ilya Kats, Leonie Houzer, Leopold Cario, Matei-Alexandru Florescu, Paul Schadauer, Tjorben Huber, Tobias Vale and Yi Rui Cui Visit Course
    Coinductive Proofs
    Advanced lecture · Summer 2025
    Proofs by induction appear everywhere in theoretical computer science; you certainly encountered them on many occasions, starting with the lecture Programming 1. Another essential proof method, less well-known but equally useful, is coinduction.
    Automata, Games and Verification
    Advanced lecture · Winter 2024/2025
    The theory of automata over infinite objects provides a succinct, expressive, and formal framework for reasoning about reactive systems, such as communication protocols and control systems. Reactive systems are characterized by their nonterminating behaviour and persistent interaction with their environment. In this course we will study the main ingredients of this elegant theory, and its application to automatic verification (model checking) and program synthesis.
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