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Formal Derivation of Algorithm and Isabelle-based Automatic Verification

机译:基于算法的正式推导和基于Isabelle的自动验证

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The continuous development of trustworthy software promotes the in-depth study of formal methods. This paper focuses on the formal derivation of algorithm based on recurrence relations. We show two examples of automated transformation processes by combining Isabelle theorem prover with Dijkstra weakest precondition method, that can avoid the error-prone and long-winded problems in manual verification processes. The algorithm formal method that based on recursive relationship can make the derivation process correct through mathematical transformation to ensure the correctness of the algorithm program, as the paper shows.
机译:值得信赖的软件的不断发展促进了对正式方法的深入研究。本文侧重于基于复发关系的算法正式推导。我们通过将Isabelle Theorem Prover与Dijkstra最弱的前提方法组合,显示了两个自动转换过程的例子,这可以避免在手动验证过程中易于出错和冗长的问题。基于递归关系的算法正式方法可以通过数学变换来使派生过程正确,以确保算法程序的正确性,如纸张显示。

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