N(2,2,0)代数与BRK-代数

N(2,2,0)algebra and BRK-algebra

Ravi Kumar Bandaru提出了BRK-代数的概念,并研究了相关性质,证明了所有满足结合律的BRK-代数都是群.讨论N(2,2,0)代数与BRK-代数的关系,进一步研究了N(2,2,0)代数的理想与滤子,并在N(2,2,0)代数的p-根集上构造了一个商代数.

The concept of BRK-algebra was introduced and their properties were studied by Ravi Kumar Bandaru.They showed that every associative BRK-algebra was a group.The paper discussed relationship between N(2,2,0)algebra and BRK-algebra and then investigated several properties of ideal and filters of N(2,2,0)algebra.Finally,a quotient N(2,2,0)algebra was determined by a congruence on a p-radical set of N(2,2,0)algebra.