We introduce a new class of multiplicative proof nets, J-proof nets,which are a typed version of Faggian and Maurel's 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
AbstractWe pursue the program of exposing the intrinsic mathematical structure of the “space of proo...
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...
We introduce a new class of multiplicative proof nets, J-proof nets,which are a typed version of Fag...
We introduce a new class of multiplicative proof nets, J-proof nets, which are a typed version of Fa...
In previous work, we introduced a framework for proof nets of the multiplicative fragment of Linear ...
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 ne...
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...
AbstractWe first extract the combinatorial result behind various proofs of the sequentialisation the...
International audienceWe propose a new proof of sequentialization for the proof nets of unit-free mu...
We pursue the program of exposing the intrinsic mathematical structure of the ''space of p...
This paper concerns a logical approach to natural language parsing based on proof nets (PNs), i.e. d...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien's \emph{lud...
AbstractWe pursue the program of exposing the intrinsic mathematical structure of the “space of proo...
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...
We introduce a new class of multiplicative proof nets, J-proof nets,which are a typed version of Fag...
We introduce a new class of multiplicative proof nets, J-proof nets, which are a typed version of Fa...
In previous work, we introduced a framework for proof nets of the multiplicative fragment of Linear ...
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 ne...
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...
AbstractWe first extract the combinatorial result behind various proofs of the sequentialisation the...
International audienceWe propose a new proof of sequentialization for the proof nets of unit-free mu...
We pursue the program of exposing the intrinsic mathematical structure of the ''space of p...
This paper concerns a logical approach to natural language parsing based on proof nets (PNs), i.e. d...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien's \emph{lud...
AbstractWe pursue the program of exposing the intrinsic mathematical structure of the “space of proo...
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...