We study the problem of local and asynchronous computation in the context of multiplicative exponential linear logic proof nets. The main novelty lies in a complete set of rewriting rules for cut-elimination in the presence of weakening (which requires garbage collection). The proposed reduction system is strongly normalizing and confluent.
Proof nets, garbage, and computations
MASINI, Andrea
1997-01-01
Abstract
We study the problem of local and asynchronous computation in the context of multiplicative exponential linear logic proof nets. The main novelty lies in a complete set of rewriting rules for cut-elimination in the presence of weakening (which requires garbage collection). The proposed reduction system is strongly normalizing and confluent.
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