Abstract. In [12, 16] we showed how to combine propositional BDI logics us-ing Gabbay’s fibring methodology. In this paper we extend the above mentioned works by providing a tableau-based decision procedure for the combined/fibred logics. To achieve this end we first outline with an example two types of tableau systems, (graph & path), and discuss why both are inadequate in the case of fib-ring. Having done that we show how to uniformly construct a tableau calculus for the combined logic using Governatori’s labelled tableau system KEM
Abstract. The tableau method is widely used by logicians to give decision procedure for classical an...
Data structures for Boolean functions build an essential component of design automation tools, espe...
Since 1993, when Hudelmaier developed an O(n log n)-space decision procedure for propositional Intui...
In [11,13] we showed how to combine propositional BDI logics using Gabbay’s fibring methodology. In ...
In [12,16] we showed how to combine propositional BDI logics using Gabbay's fibring methodology. In ...
Abstract. The methodology of fibring is a successful framework for combining logical systems based o...
In previous works we showed how to combine propositional multimodal logics using Gabbay's \emph{fibr...
We describe a general and uniform tableau methodology for multi-modal logics arising from Gabbay's m...
We present a modification of the DPLL-based approach to decide modal satisfiability where we substit...
This paper presents a method for synthesising sound and complete tableaucalculi. Given a specificati...
Binary Decision Diagrams (BDDs) are a well-known tool for representing Boolean functions. We show ho...
Data structures for Boolean functions build an essential component of design automation tools, espec...
Fibring is a powerful mechanism for combining logics, and an essential tool for designing and unders...
The notion of Deduction Chain (DC) was suggested by K.Schütte to prove the completeness of first or...
AbstractData structures for Boolean functions form an essential component of design automation tools...
Abstract. The tableau method is widely used by logicians to give decision procedure for classical an...
Data structures for Boolean functions build an essential component of design automation tools, espe...
Since 1993, when Hudelmaier developed an O(n log n)-space decision procedure for propositional Intui...
In [11,13] we showed how to combine propositional BDI logics using Gabbay’s fibring methodology. In ...
In [12,16] we showed how to combine propositional BDI logics using Gabbay's fibring methodology. In ...
Abstract. The methodology of fibring is a successful framework for combining logical systems based o...
In previous works we showed how to combine propositional multimodal logics using Gabbay's \emph{fibr...
We describe a general and uniform tableau methodology for multi-modal logics arising from Gabbay's m...
We present a modification of the DPLL-based approach to decide modal satisfiability where we substit...
This paper presents a method for synthesising sound and complete tableaucalculi. Given a specificati...
Binary Decision Diagrams (BDDs) are a well-known tool for representing Boolean functions. We show ho...
Data structures for Boolean functions build an essential component of design automation tools, espec...
Fibring is a powerful mechanism for combining logics, and an essential tool for designing and unders...
The notion of Deduction Chain (DC) was suggested by K.Schütte to prove the completeness of first or...
AbstractData structures for Boolean functions form an essential component of design automation tools...
Abstract. The tableau method is widely used by logicians to give decision procedure for classical an...
Data structures for Boolean functions build an essential component of design automation tools, espe...
Since 1993, when Hudelmaier developed an O(n log n)-space decision procedure for propositional Intui...