Constructing algorithms of submachines of lattice-valued finite state machines

doi:10.3778/j.issn.1002-8331.2010.26.011

Computer Engineering and Applications ›› 2010, Vol. 46 ›› Issue (26): 34-35.DOI: 10.3778/j.issn.1002-8331.2010.26.011

• 研究、探讨 • Previous Articles Next Articles

Constructing algorithms of submachines of lattice-valued finite state machines

LEI Hong-xuan^1，2，HUANG Jian-ke³

1.School of Mathematics and Information Science，Neijiang Normal University，Neijiang，Sichuan 641112，China
2.Key Laboratory of Numerical Simulation of Sichuan Province，Neijiang，Sichuan 641112，China
3.Science & Culture Basics Teaching and Research Section，Xi’an Military Academy，Xi’an 710108，China

Received:2009-09-28 Revised:2010-01-13 Online:2010-09-11 Published:2010-09-11
Contact: LEI Hong-xuan

格值有限状态机子机的构造算法

雷红轩^1，2，黄建科³

1.内江师范学院数学与信息科学学院，四川内江 641112
2.四川省高等学校数值仿真重点实验室，四川内江 641112
3.西安陆军学院科学文化基础教研室，西安 710108

通讯作者: 雷红轩

Abstract

Abstract: The definition of state successor of Lattice-valued Finite State Machines（LFSM） is proposed，its properties are investigated.The concepts of lattice-valued submachines and lattice-valued proper submachines and separability based on lattice-valued submachines are put forward，some properties of lattice-valued submachines are discussed.Finally，two algorithms are aimed at constructing lattice-valued submachines，an example are presented to illustrate the performance of the algorithms.

Key words: lattice-valued finite state machines, successor, separability, submachines, constructing algorithms

摘要： 给出了格值有限状态机（简记为LFSM）状态后继的概念，研究了它的性质，并提出了格值子机、格值真子机和基于格值子机的可分离性的概念，讨论了格值子机的若干性质。最后，给出了两个构造格值子机的算法，并通过实例验证了此算法。

关键词: 格值有限状态机, 后继, 可分离性, 子机, 构造算法

CLC Number:

TP301.1

LEI Hong-xuan^1，2，HUANG Jian-ke³. Constructing algorithms of submachines of lattice-valued finite state machines[J]. Computer Engineering and Applications, 2010, 46(26): 34-35.

雷红轩^1，2，黄建科³ . 格值有限状态机子机的构造算法[J]. 计算机工程与应用, 2010, 46(26): 34-35.

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Constructing algorithms of submachines of lattice-valued finite state machines

格值有限状态机子机的构造算法

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