• Module IN2050
  • Lectures: Tuesdays and Wednesdays 10:00 - 11:30 online (starting on Apr 13)
  • Tutorials: Mondays 14:00 - 15:30 online  (starting on Apr 19)
  • Language: English

Note that it is not necessary to have taken the course "Automata and Formal Languages" for enrolling on this course.


Model-Checking is a technique for automatic verification of hardware and software systems. Given a system and a correctness specification, a model checker checks if the system works correctly.

Model Checking was invented in the mid 80s, and has made enormous progress, especially in the hardware sector. Nowadays all major hardware manufacturers have Model-Checking groups which have developed software tools for the verification of large circuits. In 2008, the inventors of Model Checking received the Turing-Award.

The course introduces the basics of Model Checking. It starts by showing how to model systems, and how to express correctness specifications using temporal logic. It then describes algorithms that automatically decide whether the model satisfies the properties. The course also presents some of the most popular academic Model-Checking tools, like Spin and NuSMV.

The only prerequisites for the course are basic notions of logic, graph theory, and algorithms.


  • Apr 7: Created webpage.


Slides for the course prepared by Javier Esparza, Stefan Schwoon, and Jan Kretinsky:


1. Introduction
    Exercise sheet: [PDF]   [Solutions]
    Some useful links:Spin README  Spin references  Modex

2. Propositional Logic and Kripke Structures
Exercise sheet: [PDF]  [Solutions]

3. Linear temporal logic (LTL)
Exercise sheet: [PDF]


date TBA

External Links

The following tools are used in the lectures and in the exercises.

      If you have a problem when installing the default version of perl/Tk from CPAN, download the lastest version Tk-804.033 and install it manually.

Here you can find specification patterns in LTL and other formalisms.