“抽吸引理”的概念、定义、翻译、参考文献-科学参考

单词	抽吸引理
释义	抽吸引理 Encyclopedia 文学转换语法数学模型释 pumping lemma抽吸引理抽吸引理是以色列逻辑学家和数学家Y.巴尔-希列尔于1961年证明的：如果L是有限状态语言，则必定存在着符号串x，y和z，使得对于n≥0，有y≠（空符号），并且。这意味着，如果一种语言是有限状态语言，则可以找到一个符号串y，这个y可以被语言L抽吸。又称巴尔-希列尔引理。
随便看	playbills of Tianjin Tea Garden p-layer player player character player experience player gain Playfair Playfair axiom playhouse in the Suzhou Kunqu Opera Theatre play in early childhood playing playing a reverse role playing automaton Playing Chess in Deep Mountain playing diabolo Playing Gong playing gong-drum ensemble Playing Go under Double Screens playing income Playing the Monkey King: The Life Story of Zheng Faxiang Playing the Zither in a Mountain Cottage Play Making:A Manual of Craftsmanship Play Manuscripts of Kunqu Opera in Late Qing Dynasty play manuscripts of Ninghe opera from Wuyun Troupe of Xiushui County play manuscripts of Zaju Opera discovered in Tatrang

科学参考收录了854744条科技类词条，基本涵盖了常见科技类参考文献及英语词汇的翻译，是科学学习和研究的有利工具。