【摘要】 引入 N(2 ,2 ,0 )代数的稳定化子的概念 ,证明了N(2 ,2 ,0 )代数的每一个稳定化子集既是N(2 ,2 ,0 )代数的理想又是其子代数 ,初步研究了稳定化子的一些性质更多还原

【Abstract】 In this paper,we define stabilizer of N(2,2,0) algebra,and proved that every set of all stabilizer of N(2,2,0) algebra not only is a ideal of N(2,2,0) algebra,but also it is a subalgebra of N(2,2,0) algebra Some properties of stabilizer are obtained by non divisor of N(2,2,0) algebra and a order relation“≤ J”更多还原