Functional unification of higher-order patterns

T. Nipkom
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引用次数: 103

Abstract

The complete development of a unification algorithm for so-called higher-order patterns, a subclass of lambda -terms, is presented. The starting point is a formulation of unification by transformation, and the result a directly executable functional program. In a final development step, the result is adapted to lambda -terms in de Bruijn's (1972) notation. The algorithms work for both simply typed and untyped terms. >
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高阶模式的功能统一
给出了所谓的高阶模式的统一算法的完整发展,这是λ -项的一个子类。出发点是通过转换统一的表述,结果是一个直接可执行的功能程序。在最后的开发步骤中,结果适应于de Bruijn(1972)符号中的lambda -项。该算法适用于简单类型和非类型的术语。>
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LICS '22: 37th Annual ACM/IEEE Symposium on Logic in Computer Science, Haifa, Israel, August 2 - 5, 2022 LICS '20: 35th Annual ACM/IEEE Symposium on Logic in Computer Science, Saarbrücken, Germany, July 8-11, 2020 Local normal forms and their use in algorithmic meta theorems (Invited Talk) A short story of the CSP dichotomy conjecture LICS 2017 foreword
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