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31

CSR
2006
Springer

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Expressiveness of Metric Modalities for Continuous Time

14 years 2 months ago

Expressiveness of Metric Modalities for Continuous Time

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Abstract. We prove a conjecture by A. Pnueli and strengthen it showing a sequence of "counting modalities" none of which is expressible in the temporal logic generated by the previous modalities, over the real line, or over the positive reals. We use this sequence to prove that over the real line there is no finite temporal logic that can express all the natural properties that arise when dealing with systems that evolve in continuous time.

Yoram Hirshfeld, Alexander Moshe Rabinovich

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CSR 2006 | Finite Temporal Logic | Real Line | Temporal Logic | Theoretical Computer Science |

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Added	22 Aug 2010
Updated	22 Aug 2010
Type	Conference
Year	2006
Where	CSR
Authors	Yoram Hirshfeld, Alexander Moshe Rabinovich

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