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Powersets of terms and composite monads

机译:词组和复合单子的幂集

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摘要

Composing various powerset functors with the term monad gives rise to the concept of generalized terms. This in turn provides a technique for handling many-valued sets of terms in a framework of variable substitutions, thus being the prerequisite for categorical unification in many-valued logic programming using an extended notion of terms. As constructions of monads involve complicated calculations with natural transformations, proofs are supported by a graphical approach that provides a useful tool for handling various conditions, such as those well known for distributive laws.
机译:用术语monad组合各种powerset函子会引起广义术语的概念。反过来,这又提供了一种在变量替换框架中处理多值术语集的技术,因此成为使用扩展术语概念在多值逻辑编程中进行分类统一的前提。由于monad的构建涉及具有自然变换的复杂计算,因此,图形方法为证明提供了支持,该方法提供了一种有用的工具来处理各种条件,例如众所周知的分配律。

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