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通过分析超分布代数的一系列子空间和子代数,我们引入了超分布的“层”的概念。任意一个处于一定“层”的超分布不仅可用该“层”的一组基作通常意义的线性展开,而且还可通过低层的一组非完全基作(?)线性展开。我们还对线性展开和(?)线性展开的物理应用进行了研究。
By analyzing a series of subspaces and subalgebras of super-distributive algebras, we introduce the concept of super-distribution “layers”. Any super-distribution in a certain “layer” can be used not only as a linear expansion of the general meaning of a set of bases of the “layer”, but also as a linear expansion of a set of incomplete bases (?) of the lower layers. We also studied the linear expansion and the (?) linear expansion of the physical applications.