V2EX deterministic finite automaton

Deterministic Finite Automaton

Definition 定义

确定性有限自动机(DFA):一种用于识别(接受)正则语言的抽象计算模型。它由有限个状态、输入字母表、状态转移函数、起始状态和接受状态集合组成;“确定性”指对任意状态与输入符号,下一状态唯一确定

Pronunciation 发音

/dtmnstk fanat tmtn/

Examples 例句

A deterministic finite automaton can check whether a string matches a simple pattern.
确定性有限自动机可以检查一个字符串是否匹配简单模式。

In compiler design, a deterministic finite automaton is often used to implement the lexer by recognizing tokens from regular expressions.
在编译器设计中,确定性有限自动机常用于实现词法分析器,通过识别由正则表达式描述的记号(token)。

Etymology 词源

deterministic 源自 determine(决定、确定),强调“结果唯一、无歧义”;finite 表示“有限的(状态数有限)”;automaton 来自希腊语 automatos(“自行动的”),在计算理论中指能按规则动进行状态转移的抽象机器。该术语在20世纪形式语言与自动机理论发展中定型,用来与 nondeterministic finite automaton (NFA) 区分。

Related Words 相关词汇

Notable Works 文献与作品

  • Introduction to Automata Theory, Languages, and Computation(Hopcroft, Motwani, Ullman):系统介绍 DFA/NFA 与正则语言的等价性等核心内容。
  • Introduction to the Theory of Computation(Michael Sipser):以 DFA 为基础讲解可计算性与复杂性前置的形式化工具。
  • Compilers: Principles, Techniques, and Tools(Aho, Lam, Sethi, Ullman,“龙书”):在词法分析章节中用 DFA/自动机构造来实现 token 识别。
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