,On Jacobson Near-rings and Special Radicals

来源 :代数集刊(英文版) | 被引量 : 0次 | 上传用户:benlums
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
In this paper, we construct special radicals using class pairs of near-rings. We establish necessary conditions for a class pair to be a special radical class. We then define Jacobson-type near-rings and show that in most cases the class of all near-rings of this type is a special radical class. Subsequently, we investigate the relationship between each Jacobson-type near-ring and the corresponding matrix near-ring.
其他文献
A semigroup (S,·) is called right (left) quasiresiduated if for any a,b in S there exists x in S such that ax ≤s b (xa ≤s b) with respect to the natural part
山药(Dioscorea opposita Thunb.)属薯蓣科(Dioseoreaceae.)薯蓣属(Dioscorea L.),为一年生或多年生缠绕蔓性草质藤本植物,其地下形成肉质肥厚根状茎或块茎,是山药主要商品器官,
青稞(Hordeum vulgare L.var.nudum Hook.f.),属禾本科大麦属,在植物学上属于栽培大麦的变种,因其成熟时籽粒内外稃与颖果分离,籽粒裸露,故称裸大麦。青稞是青藏高原一年一熟的高寒
Finite p-groups whose subgroups of given order are isomorphic and minimal non-abelian are classified.In addition,two results on a chain condition of At-groups a
In this paper, Under the assumption that the relaxation time e is suf-ficiently small, we prove the existence of the global smooth solution to the Cauchyproblem
Let G be a finite group and e be any prime dividing |G|.The blockwise Alperin weight conjecture states that the number of the irreducible Brauer characters in an