Add to ORKGWe introduce a new class of multiplicative proof nets, J-proof nets, which are a typed version of Faggian and Maurels multiplicative L-nets. In J-proof nets, we can characterize nets with different degrees of sequentiality, by gradual insertion of sequentiality constraints. As a byproduct, we obtain a simple proof of the sequentialisation theorem
Linear logic has provided new perspectives on proof-theory, denotationalsemantics and the study of p...
Multiplicative linear logic MLL was introduced in Gi as a onesided sequent calculus linear negati...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
We introduce a new class of multiplicative proof nets, J-proof nets, which are a typed version of Fa...
We introduce a new class of multiplicative proof nets, J-proof nets,which are a typed version of Fag...
In previous work, we introduced a framework for proof nets of the multiplicative fragment of Linear ...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien’s ludics ne...
We present a new simple proof of the sequentialization property for proof nets of unit-free multipli...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien’s ludics n...
AbstractA graph-theoretical look at multiplicative proof nets lead us to two new descriptions of a p...
This paper concerns a logical approach to natural language parsing based on proof nets (PNs), i.e. d...
International audienceWe propose a new proof of sequentialization for the proof nets of unit-free mu...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien's \emph{lud...
AbstractWe first extract the combinatorial result behind various proofs of the sequentialisation the...
We pursue the program of exposing the intrinsic mathematical structure of the ''space of p...
Linear logic has provided new perspectives on proof-theory, denotationalsemantics and the study of p...
Multiplicative linear logic MLL was introduced in Gi as a onesided sequent calculus linear negati...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
We introduce a new class of multiplicative proof nets, J-proof nets, which are a typed version of Fa...
We introduce a new class of multiplicative proof nets, J-proof nets,which are a typed version of Fag...
In previous work, we introduced a framework for proof nets of the multiplicative fragment of Linear ...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien’s ludics ne...
We present a new simple proof of the sequentialization property for proof nets of unit-free multipli...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien’s ludics n...
AbstractA graph-theoretical look at multiplicative proof nets lead us to two new descriptions of a p...
This paper concerns a logical approach to natural language parsing based on proof nets (PNs), i.e. d...
International audienceWe propose a new proof of sequentialization for the proof nets of unit-free mu...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien's \emph{lud...
AbstractWe first extract the combinatorial result behind various proofs of the sequentialisation the...
We pursue the program of exposing the intrinsic mathematical structure of the ''space of p...
Linear logic has provided new perspectives on proof-theory, denotationalsemantics and the study of p...
Multiplicative linear logic MLL was introduced in Gi as a onesided sequent calculus linear negati...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...