AbstractThe Calculus of Structures is a new logical formalism developped by A. Gugliemi, L. Strassburger et al. Using the central idea of CS, namely local rewritings of proofs at any depth, but directly in the formalism of Proof-Nets, I will give an alternative characterisation of the Multiplicative fragment of Multiplicative Linear Logic Proof Nets
We present an application of a confluent rewriting system, based on local deformation steps (contrac...
International audienceSince the very beginning of the theory of linear logic it is known how to repr...
International audienceSince the very beginning of the theory of linear logic it is known how to repr...
Proof-nets are special graphs (proof-structures) representing desequentialised proofs of the linear ...
Proof-nets are special graphs (proof-structures) representing desequentialised proofs of the linear ...
Proof-nets are special graphs (proof-structures) repre-senting de-sequentialised proofs of the linea...
Since its inception in 1987 linear logic (LL, [3]) has changed the proof theoreti-cal way of dealing...
The calculus of structures is a new proof theoretical formalism, introduced by myself in 1999 and in...
AbstractThe calculus of structures is a new proof theoretical formalism, like natural deduction, the...
Extended version of the paper appearing in the proceeding of "Linearity 2016"International audienceT...
Abstract proof structures in multiplicative linear logic are graphs with some extra structure, and t...
Since the introduction of proof nets as an elegant proof theory for the multiplicative fragment of l...
Proof nets are a parallel syntax for sequential proofs of linear logic, firstly introduced by Girard...
Multiplicative linear logic MLL was introduced in Gi as a onesided sequent calculus linear negati...
Multiplicative linear logic MLL was introduced in Gi as a onesided sequent calculus linear negation ...
We present an application of a confluent rewriting system, based on local deformation steps (contrac...
International audienceSince the very beginning of the theory of linear logic it is known how to repr...
International audienceSince the very beginning of the theory of linear logic it is known how to repr...
Proof-nets are special graphs (proof-structures) representing desequentialised proofs of the linear ...
Proof-nets are special graphs (proof-structures) representing desequentialised proofs of the linear ...
Proof-nets are special graphs (proof-structures) repre-senting de-sequentialised proofs of the linea...
Since its inception in 1987 linear logic (LL, [3]) has changed the proof theoreti-cal way of dealing...
The calculus of structures is a new proof theoretical formalism, introduced by myself in 1999 and in...
AbstractThe calculus of structures is a new proof theoretical formalism, like natural deduction, the...
Extended version of the paper appearing in the proceeding of "Linearity 2016"International audienceT...
Abstract proof structures in multiplicative linear logic are graphs with some extra structure, and t...
Since the introduction of proof nets as an elegant proof theory for the multiplicative fragment of l...
Proof nets are a parallel syntax for sequential proofs of linear logic, firstly introduced by Girard...
Multiplicative linear logic MLL was introduced in Gi as a onesided sequent calculus linear negati...
Multiplicative linear logic MLL was introduced in Gi as a onesided sequent calculus linear negation ...
We present an application of a confluent rewriting system, based on local deformation steps (contrac...
International audienceSince the very beginning of the theory of linear logic it is known how to repr...
International audienceSince the very beginning of the theory of linear logic it is known how to repr...
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