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Towards Verified Handwritten Calculational Proofs (Short Paper)

机译:迈向经过验证的手写计算证明(简短论文)

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摘要

Despite great advances in computer-assisted proof systems, writing formal proofs using a traditional computer is still challenging due to mouse-and-keyboard interaction. This leads to scientists often resorting to pen and paper to write their proofs. However, when handwriting a proof, there is no formal guarantee that the proof is correct. In this paper we address this issue and present the initial steps towards a system that allows users to handwrite proofs using a pen-based device and that communicates with an external theorem prover to support the users throughout the proof writing process. We focus on calculational proofs, whereby a theorem is proved by a chain of formulae, each transformed in some way into the next. We present the implementation of a proof-of-concept prototype that can formally verify handwritten calculational proofs without the need to learn the specific syntax of theorem provers.
机译:尽管计算机辅助证明系统取得了巨大进步,但是由于鼠标和键盘的交互作用,使用传统计算机编写正式证明仍然具有挑战性。这导致科学家经常求助于笔和纸来写他们的证明。但是,在手写证明时,不能正式保证证明是正确的。在本文中,我们解决了这个问题,并提出了一个系统的初始步骤,该系统允许用户使用基于笔的设备来手写证明,并与外部定理证明者通信以在整个证明编写过程中为用户提供支持。我们专注于计算证明,其中一个定理由一系列公式证明,每个公式都以某种方式转化为另一个。我们介绍了概念证明原型的实现,该原型可以正式验证手写的计算证明,而无需学习定理证明者的特定语法。

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