N N T B S:         (-) 

نویسندگان

  • Carlo A. Furia
  • Matteo Rossi
چکیده

The untilmodality of temporal logic “A until B” is called strict in its first argument when it does not constrain the value of the first argument A at the instant at which the formula is evaluated. In this paper, we show that linear metric temporal logics with bounded until modalities that are non-strict in the first argument are as expressive as those with strict modalities, when interpreted over non-Zeno dense-time models.

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تاریخ انتشار 2007