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Expressive Completeness of Duration Calculus (2001)  (Make Corrections)  (6 citations)
Alexander Rabinovich
Information and Computation



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Abstract: This paper compares the expressive power of first-order monadic logic of order, a fundamental formalism in mathematical logic and the theory of computation, with that of the Propositional version of Duration Calculus (PDC), a formalism for the specification of realtime systems. (Update)

Context of citations to this paper:   More

.... user s viewpoint, e.g. on temporal or duration logics to specify requirements (see e.g. Pnu77] CHR91] MP92] Han94] Var96] Rab98a] and, say, on timed automata to specify algorithms [AD94] LSVW96] ACH 95] So we are approaching the veri cation problem from...

...semantics of DC. Let us note here that the basic semantical relation is whether a formula D holds on an interval I. It was shown in [12, 11] that the propositional fragment of DC is a fragment of first order monadic logic of order. Hence for every formula D of Propositional...

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A First Order Logic for Specification of Timed.. - Danièle.. (1999)   (Correct)
Logics of Metric Spaces - Kutz, Sturm, Suzuki, Wolter.. (2001)   (Correct)
Specifying and Deciding Quantified Discrete-time Duration.. - Pandya (2000)   (Correct)

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3:   Theoretical Computer Science (context) - Alur, Dill et al. - 1994
3:   Tense logic and the theory of linear order (context) - Kamp - 1968
2:   Specifying and verifying requirements of real-time systems (context) - Hansen, Ravn et al. - 1991

BibTeX entry:   (Update)

A. Rabinovich. Expressive Completeness of Duration Calculus. Information and Computation, Vol. 156, No. 1/2, pp. 320-344, 2000. http://citeseer.ist.psu.edu/rabinovich01expressive.html   More

@article{ rabinovich00expressive,
    author = "Alexander Moshe Rabinovich",
    title = "Expressive Completeness of Duration Calculus",
    journal = "Information and Computation",
    volume = "156",
    number = "1-2",
    pages = "320-344",
    year = "2000",
    url = "citeseer.ist.psu.edu/rabinovich01expressive.html" }
Citations (may not include all citations):
625   ACM Transactions on Programming Languages and Systems (context) - Lamport, Logic - 1994
281   Information processing Letters (context) - Chaochen, Hoare et al. - 1991
163   the temporal analysis of fairness (context) - Gabbay, Pnueli et al. - 1980
140   Tense logic and the theory of linear order (context) - Kamp - 1968
127   Counter-free automata (context) - McNaughton, Papert - 1971
103   Specifying and verifying requirement of real time systems (context) - Ravn, Richel et al. - 1993
90   Duration Calculus: Logical Foundations (context) - Hansen, Chaochen - 1997
63   Design of Embedded Real Time Computing Systems (context) - Ravn - 1995
31   Reasoning about Digital Circuits (context) - Moszkowski - 1983
29   A mean value calculus of duration (context) - Chaochen, Xiaoshan - 1994
22   Mathematical Logic (context) - Monk - 1976
20   A duration Calculus with Infinite Intervals - Chaochen, Hung et al. - 1995
9   The complexity of decision problems in automata and logic (context) - Stockmeyer - 1974
8   Some extensions to Propositional Mean Value Calculus: Expres.. (context) - Pandya - 1995
7   Non-elementary Lower Bound for Propositional Duration Calcul.. - Rabinovich - 1998
7   Specification of Embedded Real time Systems (context) - Skakkbak, Ravn et al. - 1992
6   On Expressive Completeness of Duration and Mean Value Calcul.. - Rabinovich - 1997
6   Decidability and undecidablity results for Duration Calculus (context) - Chaochen, Hansen et al. - 1993
5   Hodkinson and M (context) - Gabbay - 1994
3   A Universal Continuous Time Specification Formalism (context) - Rabinovich
3   Star Free regular sets of #-sequences (context) - Thomas - 1979
3   Star Free expressions over the reals - Rabinovich
2   Succinctness Gap between Monadic Logic and Duration Calculus - Rabinovich - 1997
1   Liveness and Fairness in Duration Calculus (context) - Skakkbak - 1994



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Decidability of Split Equivalence - Abramson, Rabinovich (1998)   (Correct)
Automata over Continuous Time - Rabinovich (1998)   (Correct)
Counting on CTL*: On the Expressive Power of Monadic Path Logic - Moller, Rabinovich (2003)   (Correct)

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