We present a simple cut-elimination procedure for MALL proof nets with monomial weights (a la Girard) and explicit contraction links, based on an almost local cut reduction steps. This procedure preserves correctness of proof nets and it is strong normalizing and con uent
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
Proof-nets are special graphs (proof-structures) representing desequentialised proofs of the linear ...
We present a simple cut-elimination procedure for MALL proof nets with monomial weights (` a la Gira...
We present a simple cut-elimination procedure for MALL proof nets with monomial weights (à la Girard...
We present a simple cut-elimination procedure for MALL proof nets with monomial weights (à la Girard...
We present a syntax for MALL (multiplicative additive linear logic without units) proof nets which r...
We present a syntax for MALL (multiplicative additive linear logic without units) proof nets which ...
We present a syntax for MALL (multiplicative additive linear logic without units) proof nets which ...
A cornerstone of the theory of proof nets for unit-free multiplicative linear logic (MLL) is the abs...
A cornerstone of the theory of proof nets for unit-free multiplicative linear logic (MLL) is the abs...
A cornerstone of the theory of proof nets for unit-free multiplicative linear logic (MLL) is the abs...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
We examine some combinatorial properties of parallel cut elimination inmultiplicative linear logic (...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
Proof-nets are special graphs (proof-structures) representing desequentialised proofs of the linear ...
We present a simple cut-elimination procedure for MALL proof nets with monomial weights (` a la Gira...
We present a simple cut-elimination procedure for MALL proof nets with monomial weights (à la Girard...
We present a simple cut-elimination procedure for MALL proof nets with monomial weights (à la Girard...
We present a syntax for MALL (multiplicative additive linear logic without units) proof nets which r...
We present a syntax for MALL (multiplicative additive linear logic without units) proof nets which ...
We present a syntax for MALL (multiplicative additive linear logic without units) proof nets which ...
A cornerstone of the theory of proof nets for unit-free multiplicative linear logic (MLL) is the abs...
A cornerstone of the theory of proof nets for unit-free multiplicative linear logic (MLL) is the abs...
A cornerstone of the theory of proof nets for unit-free multiplicative linear logic (MLL) is the abs...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
We examine some combinatorial properties of parallel cut elimination inmultiplicative linear logic (...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
International audienceWe examine some combinatorial properties of parallel cut elimination in multip...
Proof-nets are special graphs (proof-structures) representing desequentialised proofs of the linear ...