论文标题
nilpotent Evolution代数的$ \ exp（der（e））$
On $\exp(Der(E))$ of nilpotent evolution algebras
论文作者
论文摘要
在本文中，每个进化代数都赋予Banach代数规范。这与Nilpotent Evolution代数的派生和自动形态的描述一起允许研究设置$ \ exp（der（e））$。此外，证明$ \ exp（der（e））$是$ aut（e）$的普通子组，并且计算其相应的索引。
In the present paper, every evolution algebra is endowed with Banach algebra norm. This together with the description of derivations and automorphisms of nilpotent evolution algebras, allows to investigated the set $\exp(Der(E))$. Moreover, it is proved that $\exp(Der(E))$ is a normal subgroup of $Aut(E)$, and its corresponding index is calculated.
