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Some analysis on certain types of splicing systems

机译:某些类型的拼接系统分析

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摘要

A mathematical model of a splicing system was firstly developed by Head in 1987. This model is abstractly analyzed in the framework of Formal Language Theory, which is a branch of Applied Discrete Mathematics and Theoretical Computer Science. This model consists of a finite set of initial strings over an alphabet that acts upon a finite set of rules. In this paper, some analysis on certain types of splicing systems namely, null-context, uniform, simple and SkH system are presented as propositions and corollaries. Besides, some counterexamples are given to illustrate these relations.
机译:1987年首先由头部开发了拼接系统的数学模型。在正式语言理论框架中,该模型被抽象地分析,这是应用离散数学和理论计算机科学的分支。该模型由一个有限的初始字符串组成,通过字母表起作用于有限规则集的字母。在本文中,对某些类型的剪接系统进行了一些分析,即零下观,均匀,简单和S K H系统作为命题和冠状型。此外,给出了一些反例说明了这些关系。

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