We introduce a tableau calculus for Hajek's Basic Logic BL. This calculus has many of the desirable properties of a proof system: it is cut-free, it has the subformula property. correctness of proof can be checked in P-time, and the number of symbols in any branch of the reduction tree of any sequent Gamma is polynomial in the number of symbols of Gamma. As a corollary we obtain an alternative proof of Co-NP completeness of BL
International audienceWe analyze different features related to the mechanization of von Wright's log...
Since 1993, when Hudelmaier developed an O(n log n)-space decision procedure for propositional Intui...
In this paper we are studying the Tableaux Calculus a related methods. We adopt basic notions and pr...
We introduce a tableau calculus for Hajek's Basic Logic BL. This calculus has many of the desirable ...
We introduce a tableau calculus for Haíek’s Basic Logic BL. This calculus has many of the desirable ...
The current first-order automatic prover FAUST, embedded in HOL, is based on a sequent calculus whic...
This paper presents a tableau based proof technique that is suitable for proving theorems in the two...
The better known methods of semantic tableaux for deciding satisfiability in propositional linear te...
In this paper we apply the methodology of Labelled Deductive Systems to the tableau method in order ...
. This paper extends a calculus for first-order logic that combines the inference mechanism of hyper...
There are many systems that have been researched in the past on automating the process of theorem pr...
for the predicate calculus as to obtain a direct proof (without using compactness) of the fact that ...
Certifying proofs are automated deductive proofs obtained as outcomes of a formal verification of te...
We introduce a proof system for H´ ajek’s logic BL based on a relational hypersequents framework. W...
Abstract. We present a sound and complete tableau calculus for the class of regular grammar logics. ...
International audienceWe analyze different features related to the mechanization of von Wright's log...
Since 1993, when Hudelmaier developed an O(n log n)-space decision procedure for propositional Intui...
In this paper we are studying the Tableaux Calculus a related methods. We adopt basic notions and pr...
We introduce a tableau calculus for Hajek's Basic Logic BL. This calculus has many of the desirable ...
We introduce a tableau calculus for Haíek’s Basic Logic BL. This calculus has many of the desirable ...
The current first-order automatic prover FAUST, embedded in HOL, is based on a sequent calculus whic...
This paper presents a tableau based proof technique that is suitable for proving theorems in the two...
The better known methods of semantic tableaux for deciding satisfiability in propositional linear te...
In this paper we apply the methodology of Labelled Deductive Systems to the tableau method in order ...
. This paper extends a calculus for first-order logic that combines the inference mechanism of hyper...
There are many systems that have been researched in the past on automating the process of theorem pr...
for the predicate calculus as to obtain a direct proof (without using compactness) of the fact that ...
Certifying proofs are automated deductive proofs obtained as outcomes of a formal verification of te...
We introduce a proof system for H´ ajek’s logic BL based on a relational hypersequents framework. W...
Abstract. We present a sound and complete tableau calculus for the class of regular grammar logics. ...
International audienceWe analyze different features related to the mechanization of von Wright's log...
Since 1993, when Hudelmaier developed an O(n log n)-space decision procedure for propositional Intui...
In this paper we are studying the Tableaux Calculus a related methods. We adopt basic notions and pr...