Analysis of the methods for competing recursion in recursive riles in the logic programming language Prolog

D. V. Zdor, T. N. Gornostaeva
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Abstract

One of the developing trends in programming is the logic programming associated with the implementation of tools for creating artificial intelligence. One of such programming languages is the nonprocedural declarative logic programming language Prolog. This article is dedicated to the use of recursive rules in Prolog software. The goal of this work lies in analysis of the methods for completing recursive calls in recursive rules, as well as in explication of the use of such methods on the examples of programs with recursion. The author explores the specialized literature on the topic, generalized and systematizes the data, as well as tested the programs and the progress of their implementation. Recursive rule in the Prolog software sets an infinite cycle of repetition of predicates. For completing the recursive cycle, it is necessary to set a condition within the program that would end the cycle. The article examines the variants of organizing recursions with the completion of infinite cycle. The examples used in the article allows using them as the basis for programming in language Prolog for solving similar tasks. The acquired results are valuable for further development of the use of recursive predicates in logic programming languages.
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逻辑程序设计语言Prolog中递归文件中竞争递归方法的分析
编程的发展趋势之一是与创建人工智能的工具的实现相关的逻辑编程。其中一种编程语言是非过程声明性逻辑编程语言Prolog。本文专门讨论递归规则在Prolog软件中的使用。这项工作的目的在于分析递归规则中完成递归调用的方法,以及在递归程序的示例中解释这些方法的使用。笔者查阅了有关专题的专业文献,对资料进行了归纳整理,并对方案及其实施情况进行了检验。Prolog软件中的递归规则设置了谓词的无限循环重复。为了完成递归循环,必须在程序中设置结束循环的条件。研究了无限循环完备的组织递归的变异体。本文中使用的示例允许使用它们作为Prolog语言编程的基础,以解决类似的任务。所获得的结果对逻辑编程语言中递归谓词的进一步开发有价值。
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