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Transformations via Geometric Perspective Techniques Augmented with Cycles Normalization

机译:通过循环透视归一化的几何透视技术进行的变换

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A normalization procedure is presented for a classical natural deduction (ND) proof system. This proof system, called N-Graphs, has a multiple conclusion proof structure where cycles are allowed. With this, we have developed a thorough treatment of cycles, including cycles normalization via an algorithm. We also demonstrate the usefulness of the graphical framework of N-Graphs, where derivations are seen as digraphs. We use geometric perspective techniques to establish the normalization mechanism, thus giving a direct normalization proof.
机译:提出了针对经典自然演绎(ND)证明系统的标准化程序。这个称为N-Graphs的证明系统具有允许循环的多重结论证明结构。有了这个,我们已经开发出一种彻底的循环处理方法,包括通过算法对循环进行归一化处理。我们还展示了N-图的图形框架的实用性,其中派生被视为有向图。我们使用几何透视技术建立归一化机制,从而给出直接归一化证明。

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