Add to ORKGWe introduce a new graphical representation for multiplicative and exponential linear logic proof-structures, based only on standard labelled oriented graphs and standard notions of graph theory. The inductive structure of boxes is handled by means of a box-tree. Our proof-structures are canonical and allows for an elegant definition of their Taylor expansion by means of pullbacks
Each Multiplicative Exponential Linear Logic (MELL) proof-net can be expandedinto a differential net...
. We construct the exponential graph of a proof ß in (second order) linear logic, an artefact displa...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien’s ludics ne...
We introduce a new graphical representation for multiplicative and exponential linear logic proof-st...
We introduce a new graphical representation for multiplicative and exponential linear logic proof-st...
International audienceWe present a formalization of proof-nets (and more generally, proofstructures)...
International audienceWe present a formalization of proof-nets (and more generally, proofstructures)...
We present a formalization of proof-nets (and more generally, proof- structures) for the multiplica...
We present a formalization of proof-nets (and more generally, proof- structures) for the multiplica...
Linear logic has provided new perspectives on proof-theory, denotationalsemantics and the study of p...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Each Multiplicative Exponential Linear Logic (MELL) proof-net can be expandedinto a differential net...
. We construct the exponential graph of a proof ß in (second order) linear logic, an artefact displa...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien’s ludics ne...
We introduce a new graphical representation for multiplicative and exponential linear logic proof-st...
We introduce a new graphical representation for multiplicative and exponential linear logic proof-st...
International audienceWe present a formalization of proof-nets (and more generally, proofstructures)...
International audienceWe present a formalization of proof-nets (and more generally, proofstructures)...
We present a formalization of proof-nets (and more generally, proof- structures) for the multiplica...
We present a formalization of proof-nets (and more generally, proof- structures) for the multiplica...
Linear logic has provided new perspectives on proof-theory, denotationalsemantics and the study of p...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Deduction graphs [3] provide a formalism for natural deduction, where the deductions have the struct...
Each Multiplicative Exponential Linear Logic (MELL) proof-net can be expandedinto a differential net...
. We construct the exponential graph of a proof ß in (second order) linear logic, an artefact displa...
In previous works, by importing ideas from game semantics (notably Faggian-Maurel-Curien’s ludics ne...