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Boolean asynchronous systems vs. Daizhan Cheng’s theory 布尔异步系统与成代展理论
Pub Date : 2022-02-01 DOI: 10.36120/2587-3644.v12i2.132-142
Vlad Serban
The theory of Daizhan Cheng [1] replaces B={0,1} with D={(1/0),(0/1)} and Boolean functions with logical matrices. Interesting and very important algebraical opportunities result, which can be used in systems theory. Our purpose is to give a hint on the theory of Cheng and its application to asynchronicity.
代展成理论[1]用D={(1/0),(0/1)}代替B={0,1},用逻辑矩阵代替布尔函数。这是一个有趣而重要的代数机会结果,可以用于系统理论。本文的目的是对“程”理论及其在异步性中的应用提供一些提示。
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引用次数: 0
In memoriam - Academician Mitrofan Choban 纪念米特罗凡·乔班院士
Pub Date : 2022-02-01 DOI: 10.36120/2587-3644.v12i2.7-18
Liubomir Chiriac, D. Cozma
Mitrofan Cioban was born on January 5, 1942 in Copceac, Tighina county, Moldova(Romania) in the family of the farmers Mihail and Tecla Cioban. He was the fourth ofthe seven children. His parents encouraged Mitrofan to get as good an education as waspossible at the time. They sent him to a boarding school in the neighboring village ofVolontiri. Then, in 1959, he graduated from the high school of Volontiri village. Aftergraduation, he worked for a year in the local agricultural organization.
米特罗凡·乔班于1942年1月5日出生在摩尔多瓦(罗马尼亚)泰吉纳县的科普切亚克,出生于农民米哈伊尔和特拉·乔班的家庭。他在七个孩子中排行老四。当时,他的父母鼓励米特罗凡尽可能接受良好的教育。他们把他送到邻近村庄volontiri的一所寄宿学校。1959年,他从Volontiri村的高中毕业。毕业后,他在当地农业组织工作了一年。
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引用次数: 0
On CM-groupoids with multiple identities and medial topological left loops 具有多恒等式和中间拓扑左环的cm -群拟
Pub Date : 2022-02-01 DOI: 10.36120/2587-3644.v12i2.120-131
Liubomir Chiriac, Natalia Bobeică, Natalia Lupashco, Dorin Pavel
This paper studies some properties of CM-groupoids with multiple identities and medial topological left loops. The conditions for a CM-groupoid to become a CM-quasigroup were found. A new method of constructing non-associative medial topological quasigroups with left identity is given. Various examples of quasigroups with multiple identities have been constructed
研究了具有中间拓扑左环的多恒等式cm -群拟的一些性质。得到了cm -类群变成cm -拟群的条件。给出了构造具有左恒等式的非结合中间拓扑拟群的一种新方法。构造了具有多个恒等式的拟群的各种例子
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引用次数: 0
Dynamics of a cubic differential advertising model 三次差分广告模型的动力学
Pub Date : 2022-02-01 DOI: 10.36120/2587-3644.v12i2.63-73
D. Cozma, Vadim Repesco
In this paper a cubic differential advertising model with a singular point O(0,0) is studied. The dynamics of the system is investigated and the global phase portraits are obtained. A small amplitude limit cycle is emitted by the Hopf super critical bifurcation.
研究了一种奇异点为0(0,0)的三次差分广告模型。研究了系统的动力学特性,得到了系统的全局相图。Hopf超临界分岔发出了一个小振幅极限环。
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引用次数: 0
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Acta et commentationes: Ştiinţe Exacte şi ale Naturii
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