该文讨论了etale超仿射表示的相关性质.对一类具体的Cartan型模李超代数W:=W(m,n,t),通过引入平移同构,诱导出W上的左超对称结构,并且决定出W上的一类左超对称结构.同时通过平移同构推广了混合积定理.
This paper discusses some properties about etale superaffine representation by defining the left-symmetric superalgebra.Let W:=W(m,n,t) be the general module Lie superalgebra of Cartan type.Under certain conditions,translative isomorphisms induce left- symmetric structures on W.On the other hand,the mixed product theorems are generalized.