Interaction nets revisited

Linpeng Huang, Yongqiang Sun
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Abstract

Past attempts to apply Girard's linear logic to Lafont's interaction nets by treating "symbols" as logical rules, however, failed to come to a significant explanation. In this paper, we try to model "symbols" as external axioms and use "tensor" to describe partition of auxiliary ports. We show that our solution leads to a very natural logical interpretation of the computation on interaction nets.
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重新审视互动网络
然而,过去试图将吉拉德的线性逻辑应用于拉丰的相互作用网络,将“符号”视为逻辑规则,却未能得到有意义的解释。本文尝试将“符号”建模为外部公理,并使用“张量”来描述辅助端口的划分。我们表明,我们的解决方案导致一个非常自然的逻辑解释的计算在相互作用的网络。
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