AbstractThis work shows a bijection between sequent calculus and natural deduction for intuitionistic propositional logic so far as normal and cut-free derivations are concerned
In 1994 Herbelin started and partially achieved the programme of showing that, for intuitionistic i...
AbstractWe present a sequent calculus for intuitionistic non-commutative linear logic (INCLL), show ...
We extend to natural deduction the approach of Linear Nested Sequents and of 2-Sequents. Formulas ar...
Cut-free proofs in Herbelin's sequent calculus are in 1-1 correspondence with normal natural deducti...
AbstractThis work shows a bijection between sequent calculus and natural deduction for intuitionisti...
A natural deduction system NI, for the full propositional intuitionistic logic, is proposed. The ope...
AbstractWe prove a folklore theorem, that two derivations in a cut-free sequent calculus for intuiti...
This paper studies a new classical natural deduction system, presented as a typed calculus named $\l...
We describe a sequent calculus, based on work of Herbelin's, of which the cut-free derivations are i...
Abstract. In this paper we investigate, for intuitionistic implicational logic, the relationship bet...
In this paper, we show that an intuitionistic logic with second-order function quantification, calle...
When defined with general elimination/application rules, natural deduction and $\lambda$-calculus b...
Variants of Herbelin's $\lambda$-calculus, here collectively named Herbelin calculi, have proved us...
In the previous chapter we developed linear logic in the form of natural deduction, which is appropr...
In the context of intuitionistic implicational logic, we achieve a perfect correspondence (technical...
In 1994 Herbelin started and partially achieved the programme of showing that, for intuitionistic i...
AbstractWe present a sequent calculus for intuitionistic non-commutative linear logic (INCLL), show ...
We extend to natural deduction the approach of Linear Nested Sequents and of 2-Sequents. Formulas ar...
Cut-free proofs in Herbelin's sequent calculus are in 1-1 correspondence with normal natural deducti...
AbstractThis work shows a bijection between sequent calculus and natural deduction for intuitionisti...
A natural deduction system NI, for the full propositional intuitionistic logic, is proposed. The ope...
AbstractWe prove a folklore theorem, that two derivations in a cut-free sequent calculus for intuiti...
This paper studies a new classical natural deduction system, presented as a typed calculus named $\l...
We describe a sequent calculus, based on work of Herbelin's, of which the cut-free derivations are i...
Abstract. In this paper we investigate, for intuitionistic implicational logic, the relationship bet...
In this paper, we show that an intuitionistic logic with second-order function quantification, calle...
When defined with general elimination/application rules, natural deduction and $\lambda$-calculus b...
Variants of Herbelin's $\lambda$-calculus, here collectively named Herbelin calculi, have proved us...
In the previous chapter we developed linear logic in the form of natural deduction, which is appropr...
In the context of intuitionistic implicational logic, we achieve a perfect correspondence (technical...
In 1994 Herbelin started and partially achieved the programme of showing that, for intuitionistic i...
AbstractWe present a sequent calculus for intuitionistic non-commutative linear logic (INCLL), show ...
We extend to natural deduction the approach of Linear Nested Sequents and of 2-Sequents. Formulas ar...
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