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1)  (input-memory linear finite)automata
(输入存贮线性)有限自动机
2)  linear finite automaton with memory
存贮线性有限自动机
3)  quasi-(h,k)-order memory linear finite automata
拟(h,k)阶存贮线性有限自动机
4)  quasi-order memory linear finite automata
拟存贮有限自动机
5)  linear finite automata
线性有限自动机
1.
Minimization of (r,t) order memory quasi-linear finite automata;
(r,t)阶存贮拟线性有限自动机的极小化
2.
UIO sequences of linear finite automata and algorithms for fenerating the sequences;
线性有限自动机的UIO序列及其生成算法
3.
Character of input and output of linear finite automata
线性有限自动机输入输出集的性质
6)  linear finite automaton
线性有限自动机
1.
The construction a linear weak inverse with delay σ of a given weakly invertible linear finite automaton M over F with delay σ is studied in this paper.
本文研究有限域F上-给定τ-弱可逆线性有限自动机M的线性τ-弱逆的构作问题(τ为非负整数),把它归结为找出相应的自由响应生成矩阵,并且,①刻画了M的给定一个传输函数矩阵的所有线性τ-弱逆的自由响应模;②对一特殊情形,给出了求上述自由响应模中具最小F-维数者的一种计算上可行的方法。
2.
We prove in this paper that R and an finite simple extension of R have self-injectivity simultaneously, and based on this,give a new proof for the result that every weakly invertible linear finite automaton over R with delay τ has a linear weak inverse with delay τ if and only if R is a self-injective ring.
本文证明了 R与其一种有限单扩张同时具有自内射性 ,从而给出“R上任一延迟τ步弱可逆线性有限自动机都有线性延迟τ步弱逆的充要条件是 R为自内射环”的一个新证明 。
3.
We study the problem when a given linear finite automaton M over a finite field can be imbedded in a linear finite automaton with memory using the module theory in this paper and get respectiYely a sufficient condition for M being able to be imbedded in a linear finite automaton with memory and a sufficient condition that M cannot be imbedded in nylinear finite automaton with memory.
本文应用模的手段研究域上线性有限自动机等价嵌入于其中存贮类型的问题,分别得到可等价嵌入的一个充分条件与不可等价嵌入的一个充分条件。
补充资料:存贮
1.贮存;贮藏。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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