1) weak invariability with delay τ
延迟τ步弱可逆性(简称τ-弱可逆性)
2) weak invertibility with delay τ
延迟τ步弱可逆性
3) linear weak inverse with delay τ
延迟τ步弱逆
1.
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 。
5) weakly invertible
弱可逆
1.
Decomposition of weakly invertible quasi-(r,r)-order memory linear finite automata;
弱可逆拟(r,r)阶存贮线性有限自动机的分解
2.
It is very important to investigate the decomposition of weakly invertible finite automata,since it could provide an approach to cryptanalyzing finite automata public-key cryptosystem(FAPKC).
研究弱可逆有限自动机的分解可以为分析有限自动机公开钥密码体制的安全性提供一种重要途径。
3.
This paper studies the properities of weakly invertible Linear finite automata through zero state,and obtains some results of weakly invertibility of Linear finite automata and description of the minimal linear finite sub-automata.
通过零状态研究了线性有限自动机的一些性质,得到了线性有限自动机弱可逆的一些结果,并给出了最小线性子有限自动机的描述,最后给出了算法实现。
6) weak invertibility
弱可逆
1.
This paper studies on weak invertibility of a linear finite automata based on its matrix model,gets a full and essential condition on which a linear finite automata weakly and invertibly delays finite steps,and also gives an algorithm whether or not a linear finite automata has weak invertibility.
主要讨论了基于矩阵模型表示的线性有限自动机的弱可逆性,利用矩阵模型得出了线性有限自动机延迟有限步弱可逆的充分必要条件,并且给出了线性有限自动机是否具有弱可逆的算法。
补充资料：可逆性
可逆性
具备向相反方向变化的性能。①可逆反应，反应物与反应产物可以互相变化。②可逆救治，某些疾病在危重时刻，经过积极抢救又重新恢复健康。如病情继续恶化甚至死亡，则称为不可逆救治。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条