In this paper we look at regular path temporal logic, RPTL, a modal logic which combines the ability to quantify over (finite) paths described by regular expressions (a property which characterises PDL) with the addition of temporal operators. The formulation of RPTL was inspired by agent programming verification considerations. In this paper we prove the decidabilty of RPTL and establish complexity bounds on the satisfiability problem for RPTL by translating it into the theory of alternating tree automata on infinite trees.

The Decidability of RPTL

Khan;Fahad
2011

Abstract

In this paper we look at regular path temporal logic, RPTL, a modal logic which combines the ability to quantify over (finite) paths described by regular expressions (a property which characterises PDL) with the addition of temporal operators. The formulation of RPTL was inspired by agent programming verification considerations. In this paper we prove the decidabilty of RPTL and establish complexity bounds on the satisfiability problem for RPTL by translating it into the theory of alternating tree automata on infinite trees.
Campo DC Valore Lingua
dc.authority.people Khan it
dc.authority.people Fahad it
dc.collection.id.s 71c7200a-7c5f-4e83-8d57-d3d2ba88f40d *
dc.collection.name 04.01 Contributo in Atti di convegno *
dc.contributor.appartenenza Istituto di linguistica computazionale "Antonio Zampolli" - ILC *
dc.contributor.appartenenza.mi 918 *
dc.date.accessioned 2024/02/19 18:17:08 -
dc.date.available 2024/02/19 18:17:08 -
dc.date.issued 2011 -
dc.description.abstractita In this paper we look at regular path temporal logic, RPTL, a modal logic which combines the ability to quantify over (finite) paths described by regular expressions (a property which characterises PDL) with the addition of temporal operators. The formulation of RPTL was inspired by agent programming verification considerations. In this paper we prove the decidabilty of RPTL and establish complexity bounds on the satisfiability problem for RPTL by translating it into the theory of alternating tree automata on infinite trees. -
dc.description.affiliations Univ Nottingham -
dc.description.allpeople Khan, ANAS FAHAD ASLAM; Khan, ANAS FAHAD ASLAM -
dc.description.allpeopleoriginal Khan, Fahad -
dc.description.fulltext none en
dc.description.numberofauthors 2 -
dc.identifier.doi 10.3233/978-1-60750-676-8-151 -
dc.identifier.isbn 978-1-60750-675-1 -
dc.identifier.isi WOS:000325429800013 -
dc.identifier.uri https://hdl.handle.net/20.500.14243/407582 -
dc.language.iso eng -
dc.relation.conferencedate 16/08/2911 -
dc.relation.conferencename The Fifth Starting AI Researchers' Symposium -
dc.relation.firstpage 151 -
dc.relation.lastpage 161 -
dc.relation.numberofpages 11 -
dc.relation.volume 222 -
dc.subject.keywords PDL -
dc.subject.keywords Regular Path Temporal Logic -
dc.subject.keywords Alternating Tree Automata -
dc.subject.keywords CTL -
dc.subject.keywords SimpleAPL -
dc.subject.singlekeyword PDL *
dc.subject.singlekeyword Regular Path Temporal Logic *
dc.subject.singlekeyword Alternating Tree Automata *
dc.subject.singlekeyword CTL *
dc.subject.singlekeyword SimpleAPL *
dc.title The Decidability of RPTL en
dc.type.driver info:eu-repo/semantics/conferenceObject -
dc.type.full 04 Contributo in convegno::04.01 Contributo in Atti di convegno it
dc.type.miur 273 -
dc.ugov.descaux1 429343 -
iris.isi.extIssued 2011 -
iris.isi.extTitle The Decidability of RPTL -
iris.orcid.lastModifiedDate 2025/03/20 01:09:52 *
iris.orcid.lastModifiedMillisecond 1742429392696 *
iris.sitodocente.maxattempts 4 -
iris.unpaywall.doi 10.3233/978-1-60750-676-8-151 *
iris.unpaywall.isoa false *
iris.unpaywall.journalisindoaj false *
iris.unpaywall.metadataCallLastModified 03/04/2026 04:38:16 -
iris.unpaywall.metadataCallLastModifiedMillisecond 1775183896033 -
iris.unpaywall.oastatus closed *
isi.authority.anceserie FRONTIERS IN ARTIFICIAL INTELLIGENCE AND APPLICATIONS###0922-6389 *
isi.category EP *
isi.contributor.affiliation -
isi.contributor.country -
isi.contributor.name Fahad -
isi.contributor.researcherId P-3751-2018 -
isi.contributor.subaffiliation -
isi.contributor.surname Khan -
isi.date.issued 2011 *
isi.description.abstracteng In this paper we look at regular path temporal logic, RPTL, a modal logic which combines the ability to quantify over (finite) paths described by regular expressions (a property which characterises PDL) with the addition of temporal operators. The formulation of RPTL was inspired by agent programming verification considerations. In this paper we prove the decidabilty of RPTL and establish complexity bounds on the satisfiability problem for RPTL by translating it into the theory of alternating tree automata on infinite trees. *
isi.description.allpeopleoriginal Khan, F; *
isi.document.sourcetype WOS.ISTP *
isi.document.type Proceedings Paper *
isi.document.types Proceedings Paper *
isi.identifier.doi 10.3233/978-1-60750-676-8-151 *
isi.identifier.eissn 1879-8314 *
isi.identifier.isi WOS:000325429800013 *
isi.journal.journaltitle STAIRS 2010: PROCEEDINGS OF THE FIFTH STARTING AI RESEARCHERS' SYMPOSIUM *
isi.journal.journaltitleabbrev FRONT ARTIF INTEL AP *
isi.language.original English *
isi.publisher.place NIEUWE HEMWEG 6B, 1013 BG AMSTERDAM, NETHERLANDS *
isi.relation.firstpage 151 *
isi.relation.lastpage 161 *
isi.relation.volume 222 *
isi.title The Decidability of RPTL *
Appare nelle tipologie: 04.01 Contributo in Atti di convegno
File in questo prodotto:
Non ci sono file associati a questo prodotto.

I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.

Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14243/407582
Citazioni
  • ???jsp.display-item.citation.pmc??? ND
  • Scopus ND
  • ???jsp.display-item.citation.isi??? 0
social impact