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Revisiting timed logics with automata modalities - Ho - 9 個引述 From real-time logic to timed automata - Ferrere - 24 個引述 Alternating-time temporal logic - Alur - 608 個引述 | |
Revisiting Timed Logics with Automata Modalities
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由 HM Ho 著作2018被引用 9 次 — Specifically, by effectively decoupling the timing and operational aspects of automata modalities, overlapping obligations imposed by a single ...
Revisiting Timed Logics with Automata Modalities
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由 HM Ho 著作2018被引用 9 次 — Abstract page for arXiv paper 1812.10146: Revisiting Timed Logics with Automata Modalities.
Revisiting timed logics with automata modalities
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由 HM Ho 著作2019被引用 9 次 — In this paper, we show that the logics EMITL0, ∞ (adding non-deterministic finite automata modalities into the fragment of MITL with only lower- and upper-bound ...
Revisiting timed logics with automata modalities
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由 HM Ho 著作2019被引用 9 次 — Revisiting timed logics with automata modalities. In: HSCC '19 Proceedings of the 22nd ACM International Conference on Hybrid Systems: Computation and Control.
Revisiting Timed Logics with Automata Modalities
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Revisiting Timed Logics with Automata Modalities · Fast algorithms for handling diagonal constraints in timed automata. · Temporal logic can be more expressive.
Revisiting Timed Logics with Automata Modalities.
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Bibliographic details on Revisiting Timed Logics with Automata Modalities.
Revisiting timed logics with automata modalities.
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Bibliographic details on Revisiting timed logics with automata modalities.
Hsi-Ming Ho
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2019. Revisiting timed logics with automata modalities. HM Ho. Proceedings of the 22nd ACM International Conference on Hybrid Systems …, 2019. 9, 2019. Timed ...
When Do You Start Counting? Revisiting Counting and Pnueli ...
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In general, the satisfiability checking problem for these extensions is undecidable when both the future (Until, U) and the past (Since, S) modalities are used ...
[PDF] When Do You Start Counting? Revisiting ...
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42 References · Decidable metric logics · Revisiting timed logics with automata modalities · More Than 0s and 1s: Metric Quantifiers and Counting over Timed Words.