Recursive Array Comprehensions in a Call-by-Value Language

Artjoms Šinkarovs, S. Scholz, Robert J. Stewart, Hans-Nikolai Vießmann
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Abstract

Recursive value definitions in the context of functional programming languages that are based on a call-by-value semantics are known to be challenging. A lot of prior work exists in the context of languages such as Scheme and OCaml. In this paper, we look at the problem of recursive array definitions within a call-by-value setting. We propose a solution that enables recursive array definitions as long as there are no cyclic dependences between array elements. The paper provides a formal semantics definition, sketches possible compiler implementations and relates to a prototypical implementation of an interpreter in OCaml. Furthermore, we briefly discuss how this approach could be extended to other data structures and how it could serve as a basis to further extend mutually recursive value definitions in a call-by-value setting in general.
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按值调用语言中的递归数组推导
众所周知,基于按值调用语义的函数式编程语言上下文中的递归值定义是具有挑战性的。许多先前的工作都是在Scheme和OCaml等语言的背景下进行的。在本文中,我们研究按值调用设置中的递归数组定义问题。我们提出了一个解决方案,只要数组元素之间没有循环依赖,就可以实现递归数组定义。本文提供了一个形式化的语义定义,概述了可能的编译器实现,并涉及一个OCaml解释器的原型实现。此外,我们还简要讨论了如何将这种方法扩展到其他数据结构,以及如何将其作为基础,进一步扩展按值调用设置中的相互递归值定义。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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