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Reports (Research Report) Year : 2003

Quantified Loop-mu-calculus for Control under Partial Observation

Abstract

In this paper, we consider control problems under partial observation in a logical setting. We extend the mu-calculus by adding to formulas quatifications over atomic propositions and force them inside loop mu-calculus definable classes of [2] . We obtain a very expressive logic having a necessary and sufficient condition on the syntactic normal forms of its formulas to decide their model-checking (and the synthesis of controllers they specify). For example, a maximal permissive controller among a class of controllers under partial observation can be synthesized, as well as decentralized controllers in some cases.
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Dates and versions

inria-00071630 , version 1 (23-05-2006)

Identifiers

  • HAL Id : inria-00071630 , version 1

Cite

Stéphane Riedweg, Sophie Pinchinat. Quantified Loop-mu-calculus for Control under Partial Observation. [Research Report] RR-4949, INRIA. 2003. ⟨inria-00071630⟩
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