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The r?le of linear logic in coalgebraical approach of computing

机译:线性逻辑在煤代数计算方法中的作用

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Linear logic provides a logical perspective on computational issues such as control of resources and order of evaluation. The most important feature of linear logic is that formulae areconsidered as actions. While classical logic treats the sentences that are always true or false, in linear logic it depends on an internal state of a dynamic system. Curry-Howard correspondence is a correspondence between logic and computing in informatics. In this contribution we present two ways of computations which correctness we prove by Curry-Howard correspondence. We show a standard way and a new way of computing based on hylomorphism by using coalgebras which is an alternative method. Our method of recursive and corecursive computations we apply in simple authentication system.
机译:线性逻辑对诸如资源控制和评估顺序之类的计算问题提供了逻辑观点。线性逻辑的最重要特征是将公式视为动作。虽然古典逻辑对待始终为对或错的句子,但在线性逻辑中,它取决于动态系统的内部状态。 Curry-Howard对应关系是信息学中逻辑与计算之间的对应关系。在这一贡献中,我们提出了两种计算方法,它们通过Curry-Howard对应关系证明了正确性。我们展示了一种替代方法,即通过使用余数代数,展示了基于同胚的标准计算方法和新方法。我们的递归和核心递归计算方法适用于简单的身份验证系统。

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