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LTL is expressively complete for Mazurkiewicz (2000)  (Make Corrections)  
traces Volker Diekert and Paul Gastin Inst. fur Informatik, Universitat...



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Abstract: A long standing open problem in the theory of (Mazurkiewicz) traces has been the question whether LTL (Linear Time Logic) is expressively complete with respect to the rst order theory. We solve this problem positively for nite and in nite traces and for the simplest temporal logic, which is based only on next and until modalities. Similar results were established previously, but they were all weaker, since they used additional past or future modalities. Another feature of our work is... (Update)

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BibTeX entry:   (Update)

@misc{ diekert-ltl,
  author = "Traces Volker Diekert",
  title = "LTL is expressively complete for Mazurkiewicz",
  url = "citeseer.ist.psu.edu/608636.html" }
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47   A trace based extension of linear time temporal logic (context) - Thiagarajan - 1994
38   World Scienti c (context) - Diekert, Rozenberg et al. - 1995
35   An expressively complete linear time temporal logic for Mazu.. - Thiagarajan, Walukiewicz - 1997
28   Model-checking of causality properties - Alur, Peled et al. - 1995
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22   A trace consistent subset of PTL (context) - Thiagarajan - 1995
16   Classifying discrete temporal properties - Wilke - 1999
15   Linear time temporal logics over Mazurkiewicz traces (context) - Mukund, Thiagarajan - 1996
11   Charakterisierung von Sprachklassen unendlicher Spuren durch.. (context) - Ebinger - 1994
10   Traces and logic (context) - Penczek, Kuiper - 1995
10   modular decision procedure for ltrl (context) - Gastin, Meyer et al. - 1998
8   calculus with local views for sequential agents (context) - Niebert - 1995
8   Dicult con gurations { on the complexity of LTrL (context) - Walukiewicz - 1998
5   An expressively complete temporal logic without past tense o.. - Diekert, Gastin - 1999
3   Expressive completeness of LTrL on nite traces: an algebraic.. (context) - Meyer, Petit - 1998
2   Temporal logics for trace systems: On automated veri cation (context) - Penczek - 1993
2   Theoretical Computer Science (context) - Ebinger, Muscholl et al. - 1996

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