论文标题
局部积极确定$ \ mathbb {z} _ {2}^{n} $ - 超级functions的扩展
Extension of local positive definite $\mathbb{Z}_{2}^{n}$-superfunctions
论文作者
论文摘要
通过定义$ \ mathbb {z} _2^n $ -superfunction的有限概念，我们表明，每个局部积极确定的$ \ mathbb {z} _2^n $ -superfunctions在某些范围内，在$ \ alth z} _2^n $ -2^n $ -lie Supperser上，在某种程度上具有限制$ \ mathbb {z} _ {2}^{n} $ - lie SuperGroup。
By defining a concept of boundedness for $ \mathbb{Z}_2^n $-superfunction, we show that each local positive definite $ \mathbb{Z}_2^n $-superfunctions, which is bounded in some sense, on a $ \mathbb{Z}_2^n $-Lie supergroup has a positive definite extension to all of the $\mathbb{Z}_{2}^{n}$-Lie supergroup.
