EECI 2012: Model Checking and Logic Synthesis: Difference between revisions

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This lecture provides an introduction to automata based model checking. We first describe how automata based model checking works, including an efficient algorithm for computing language intersection. The rest of the lecture focuses on the use of Spin model checker and the computational complexity issue.
This lecture provides an introduction to automata based model checking and its use for closed system synthesis. We first discuss what model checking is, how it works (in particular how automata based model checking works), and how it is used for verification of linear temporal logic specifications against finite transition system models. We then move to its use for synthesizing (open-loop) control strategies. We also provide examples using the SPIN model checker (discussed in XXX) and discuss the computational complexity of model checking.  


==  Lecture Materials ==
==  Lecture Materials ==

Revision as of 00:34, 22 April 2012

This lecture provides an introduction to automata based model checking and its use for closed system synthesis. We first discuss what model checking is, how it works (in particular how automata based model checking works), and how it is used for verification of linear temporal logic specifications against finite transition system models. We then move to its use for synthesizing (open-loop) control strategies. We also provide examples using the SPIN model checker (discussed in XXX) and discuss the computational complexity of model checking.

Lecture Materials

Further Reading

  • The SPIN Model Checker: Primer and Reference Manual, G. J. Holzmann, Addison-Wesley Professional, 2003. A comprehensive reference on Spin model checker

  • Principles of Model Checking, C. Baier and J.-P. Katoen, The MIT Press, 2008. A detailed reference on model checking. Slides for this lecture follow Chapter 6 of this reference.

  • Model Checking, E. M. Clarke, O. Grumberg and D. A. Peled, The MIT Press, 1999. A very good reference on automata based model checking.

Additional Information