On timed automata with input-determined guards
Deepak D'Souza and Nicolas Tabareau

IISc-CSA-TR-2004-1
(April 2004)

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Filed on May 13, 2004
Updated on May 13, 2004


We consider a general notion of timed automata with input-determined guards and show that they admit a robust logical framework along the lines of [D03], in terms of a monadic second order logic characterisation and an expressively complete timed temporal logic. We then generalize these automata using the notion of recursive operators introduced by Henzinger, Raskin, and Schobbens [HRS98], and show that they admit a similar logical framework. These results hold in the ``pointwise'' semantics. We finally use this framework to show that the real-time logic MITL of Alur et al [AFH96] is expressively complete with respect to an MSO corresponding to an appropriate set of input-determined operators.


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[Updated at 2009-10-22T06:42Z]