AbstractWe propose a tableau method for the Lambek Calculus by adapting a method developed by Mantel and Otten for the multiplicative exponential fragment of the Linear Logic (MELL). We have incorporated new elements to the language of the tableau system and a new restriction to its closure conditions to deal with the noncommutative feature of the Lambek Calculus, considering a labelling technique developed for the matrix characterization method
In this paper we apply the methodology of Labelled Deductive Systems to the tableau method in order ...
International audienceThis paper provides a natural deduction system for Partially Commutative Intui...
X is an untyped language for describing circuits by composition of basic components. This language i...
In [5] we study Nonassociative Lambek Calculus (NL) augmented with De Morgan negation, satisfying th...
The tableau-like proof system KEM has been proven to be able to cope with a wide variety of (normal)...
AbstractWe study a Gentzen style sequent calculus where the formulas on the left and right of the tu...
Draft paper of a proposal to use proof nets for display logic by generalising techniques used for th...
We introduce a sequent calculus with a simple restriction of Lambek\u27s product rules that precisel...
International audienceLambeks Syntactic Calculus, commonly referred to as the Lambek calculus, was i...
In this paper we apply the methodology of Labelled Deductive Systems to the tableau method in order ...
We present an ongoing work on a proof-search procedure for Propositional Linear Temporal Logic (PLTL...
AbstractCategorial grammars in the tradition of Lambek are asymmetric: sequent statements are of the...
In this paper, we introduce two focussed sequent calculi, LKp(T) and LK+(T), that are based on Mille...
This paper establishes the normalisation of natural deduction or lambda calculus formulation of Intu...
Several recent results show that the Lambek Calculus L and its close relative L1 is sound and comple...
In this paper we apply the methodology of Labelled Deductive Systems to the tableau method in order ...
International audienceThis paper provides a natural deduction system for Partially Commutative Intui...
X is an untyped language for describing circuits by composition of basic components. This language i...
In [5] we study Nonassociative Lambek Calculus (NL) augmented with De Morgan negation, satisfying th...
The tableau-like proof system KEM has been proven to be able to cope with a wide variety of (normal)...
AbstractWe study a Gentzen style sequent calculus where the formulas on the left and right of the tu...
Draft paper of a proposal to use proof nets for display logic by generalising techniques used for th...
We introduce a sequent calculus with a simple restriction of Lambek\u27s product rules that precisel...
International audienceLambeks Syntactic Calculus, commonly referred to as the Lambek calculus, was i...
In this paper we apply the methodology of Labelled Deductive Systems to the tableau method in order ...
We present an ongoing work on a proof-search procedure for Propositional Linear Temporal Logic (PLTL...
AbstractCategorial grammars in the tradition of Lambek are asymmetric: sequent statements are of the...
In this paper, we introduce two focussed sequent calculi, LKp(T) and LK+(T), that are based on Mille...
This paper establishes the normalisation of natural deduction or lambda calculus formulation of Intu...
Several recent results show that the Lambek Calculus L and its close relative L1 is sound and comple...
In this paper we apply the methodology of Labelled Deductive Systems to the tableau method in order ...
International audienceThis paper provides a natural deduction system for Partially Commutative Intui...
X is an untyped language for describing circuits by composition of basic components. This language i...