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  1. Journal of Logic, Language and Information
  2. Journal of Logic, Language and Information : Volume 18
  3. Journal of Logic, Language and Information : Volume 18, Issue 4, October 2009
  4. Hybrid Logic Meets IF Modal Logic
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Journal of Logic, Language and Information : Volume 26
Journal of Logic, Language and Information : Volume 25
Journal of Logic, Language and Information : Volume 24
Journal of Logic, Language and Information : Volume 23
Journal of Logic, Language and Information : Volume 22
Journal of Logic, Language and Information : Volume 21
Journal of Logic, Language and Information : Volume 20
Journal of Logic, Language and Information : Volume 19
Journal of Logic, Language and Information : Volume 18
Journal of Logic, Language and Information : Volume 18, Issue 4, October 2009
Volker Weber
Preface ( Journal of Logic, Language and Information , Volume 18 , Issue 4 )
Terminating Tableau Systems for Hybrid Logic with Difference and Converse
Model Checking for Hybrid Logic
The Complexity of Hybrid Logics over Equivalence Relations
Hybrid Counterfactual Logics : David Lewis Meets Arthur Prior Again
Hybrid Logics of Separation Axioms
Hybrid Logic Meets IF Modal Logic
Branching-Time Logics Repeatedly Referring to States
Journal of Logic, Language and Information : Volume 18, Issue 3, July 2009
Journal of Logic, Language and Information : Volume 18, Issue 2, April 2009
Journal of Logic, Language and Information : Volume 18, Issue 1, January 2009
Journal of Logic, Language and Information : Volume 17
Journal of Logic, Language and Information : Volume 16
Journal of Logic, Language and Information : Volume 15
Journal of Logic, Language and Information : Volume 14
Journal of Logic, Language and Information : Volume 13
Journal of Logic, Language and Information : Volume 12
Journal of Logic, Language and Information : Volume 11
Journal of Logic, Language and Information : Volume 10
Journal of Logic, Language and Information : Volume 9
Journal of Logic, Language and Information : Volume 8
Journal of Logic, Language and Information : Volume 7
Journal of Logic, Language and Information : Volume 6

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Hybrid Logic Meets IF Modal Logic

Content Provider Springer Nature Link
Author Tulenheimo, Tero
Copyright Year 2009
Abstract The hybrid logic $${\mathcal{H}(@,\downarrow)}$$ and the independence friendly modal logic IFML are compared for their expressive powers. We introduce a logic IFML $_{ c }$ having a non-standard syntax and a compositional semantics; in terms of this logic a syntactic fragment of IFML is singled out, denoted IFML $_{ c }$. (In the Appendix it is shown that the game-theoretic semantics of IFML $_{ c }$ coincides with the compositional semantics of IFML $_{ c }$.) The hybrid logic $${\mathcal{H}(@,\downarrow)}$$ is proven to be strictly more expressive than IFML $_{ c }$. By contrast, $${\mathcal{H}(@,\downarrow)}$$ and the full IFML are shown to be incomparable for their expressive powers. Building on earlier research (Tulenheimo and Sevenster 2006), a PSPACE-decidable fragment of the undecidable logic $${\mathcal{H}(@,\downarrow)}$$ is disclosed. This fragment is not translatable into the hybrid logic $${\mathcal{H}(@)}$$ and has not been studied previously in connection with hybrid logics. In the Appendix IFML $_{ c }$ is shown to lack the property of ‘quasi-positionality’ but proven to enjoy the weaker property of ‘bounded quasi-positionality’. The latter fact provides from the IFML internal perspective an account of what makes the compositional semantics of IFML $_{ c }$ possible.
Starting Page 559
Ending Page 591
Page Count 33
File Format PDF
ISSN 09258531
Journal Journal of Logic, Language and Information
Volume Number 18
Issue Number 4
e-ISSN 15729583
Language English
Publisher Springer Netherlands
Publisher Date 2009-04-28
Publisher Place Dordrecht
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Compositionality Decidability Expressive power Game-theoretic semantics Hybrid logic Independence friendly logic Modal logic Information Systems Applications (incl.Internet) Semantics Logic
Content Type Text
Resource Type Article
Subject Philosophy Computer Science Linguistics and Language
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