论文标题
部分可观测时空混沌系统的无模型预测
Formulae of $\imath$-divided powers in ${\bf U}_q(\mathfrak{sl}_2)$, III
论文作者
论文摘要
$ \ imath $ - 划分的权力（取决于均等）形式的$ \ imath $ canonical $ canonical基础1 $ \ imath $量子组，它们是$ \ imath $ Quantum fastim fastim faste fastim fastial的基础。我们获得了用于乘以$ \ imath $划分幂的结构常数的封闭公式。还获得了$ \ imath $划分权力的封闭公式。这些结构常数是不可或缺的。
The $\imath$-divided powers (depending on a parity) form the $\imath$canonical basis for the split rank 1 $\imath$quantum group and they are a basic ingredient for $\imath$quantum groups of higher rank. We obtain closed formulae for the structure constants for multiplication of the $\imath$-divided powers. Closed formulae for the comultiplication of the $\imath$-divided powers are also obtained. These structure constants are integral and positive.
