MetTeL&lt;sup&gt;2&lt;/sup&gt;: Towards a Tableau Prover Generation Platform

Tishkovsky, Dmitry; Schmidt, Renate A.; Khodadadi, Mohammad

doi:10.29007/1c73

Cited by 5 publications

(7 citation statements)

References 26 publications

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“…Second, we are interested in exploring the possibilities of extending our METTEL 2 tableau prover generation technology [23] to temporal logic. METTEL 2 presents a first step to implement the tableau calculus synthesis framework introduced in [18] and extends it to a tableau prover generation platform.…”

Section: Introductionmentioning

confidence: 99%

Labelled Tableaux for Temporal Logic with Cardinality Constraints

Dixon

Konev

Schmidt

et al. 2012

2012 14th International Symposium on Symbolic and Numeric Algorithms for Scientific Computing

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Abstract-Frequently when formalising systems that change over time, we must represent statements, coming from physical constraints or representational issues, stating that exactly n literals (or less than n literals) of a set hold. While we can write temporal formulae to represent this information, such formulae both complicate and increase the size of the specification and adversely affect the performance of provers. In this paper, we consider reasoning about problems specified in propositional linear time temporal logics in the presence of such constraints on literals. We present a sound, complete and terminating tableau calculus which embeds constraints into its construction avoiding their explicit evaluation. We use METTEL 2 , an automated tableau prover generator, to provide an implementation of the calculus and give experimental results using the prover.

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Section: Introductionmentioning

confidence: 99%

Labelled Tableaux for Temporal Logic with Cardinality Constraints

Dixon

Konev

Schmidt

et al. 2012

2012 14th International Symposium on Symbolic and Numeric Algorithms for Scientific Computing

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“…We also describe a successful implementation of the calculus using the M T L tableau prover generator [90,1].…”

Section: E D U C T I V E S Y S T E M S F O R N O N -S T a N D A R Dmentioning

confidence: 99%

“…In order to implement a prover based on the prefix tableau calculus (E ) we used M T L [90,1], a new tableau prover generator. M T L automatically generates JAVA code of a tableau prover from the syntax specification of a logical theory and a set of tableau rules provided by the user.…”

Section: T Lmentioning

confidence: 99%

Deductive Systems and the Decidability Problem for Hybrid Logics

Zawidzki¹

2014

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“…In this section, we describe our experience in using MetTeL 2 [13] to generate a tableau prover for the tableau calculus derived in the previous section. MetTeL 2 is a prototypical tableau prover generator developed with the tableau synthesis framework as its theoretical foundation.…”

Section: Implementing An Iel Prover With Mettelmentioning

confidence: 99%

“…From the syntax specification and the tableau calculus, a tableau prover for IEL is automatically generated by MetTeL 2 according to the process described in detail in [13]. The generated prover can be used like most other tableau provers.…”

Section: Implementing An Iel Prover With Mettelmentioning

confidence: 99%

Synthesising and Implementing Tableau Calculi for Interrogative Epistemic Logics

Minica¹,

Khodadadi

Schmidt

et al.

EPiC Series in Computing

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This paper presents a labelled tableau approach for deciding interrogative-epistemic logics (IEL). Tableau calculi for these logics have been derived using a recently introduced tableau synthesis method. We also consider an extension of the framework for a setting with questioning modalities over sequences of formulae called sequential questioning logic (SQL). We have implemented the calculi using two approaches. The first implementation has been obtained with the tableau prover generation software MetTeL 2 , while the other implementation is a prover implemented in Haskell.

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MetTeL<sup>2</sup>: Towards a Tableau Prover Generation Platform

Abstract: This paper introduces MetTeL 2 , a tableau prover generator producing Java code from the specification of a logical syntax and a tableau calculus. It is intended to provide an easy to use system for non-technical users and allow technical users to extend the generated implementations.

Cited by 5 publications

References 26 publications

Labelled Tableaux for Temporal Logic with Cardinality Constraints

Labelled Tableaux for Temporal Logic with Cardinality Constraints

Deductive Systems and the Decidability Problem for Hybrid Logics

Synthesising and Implementing Tableau Calculi for Interrogative Epistemic Logics

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