A generic calculus of XML editing deltas

Jean-Yves Vion-Dury
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引用次数: 5

Abstract

In previous work we outlined a mathematical model of the so-called XML editing deltas and proposed a first study of their formal properties. We expected at least three outputs from this theoretical work: a common basis to compare performances of the various algorithms through a structural normalization of deltas, a universal and flexible patch application model and a clearer separation of patch and merge engine performance from delta generation performance. This paper presents the full calculus and reports significant progresses with respect to formalizing a normalization procedure. Such method is key to defining an equivalence relation between editing scripts and eventually designing optimizers compiler back-ends, new patch specification languages and execution models.
XML编辑增量的一般演算
在之前的工作中,我们概述了所谓的XML编辑增量的数学模型,并提出了对其形式属性的第一次研究。我们期望从这项理论工作中至少得到三个输出:通过delta的结构归一化来比较各种算法性能的共同基础,通用和灵活的补丁应用模型,以及更清晰地将补丁和合并引擎性能与delta生成性能分离开来。本文给出了完整的演算,并报告了规范化过程的形式化方面的重大进展。这种方法是定义编辑脚本与最终设计优化器、编译器后端、新的补丁规范语言和执行模型之间的等价关系的关键。
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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