具有两个分支点的量子雪橇
Quantum toboggans with two branch points
摘要：
描述具有两个分支点（QT 2）的量子滑降的波函数沿着围绕这些分支点螺旋的坐标的复杂轮廓被定义。QT 2的分类是根据某些“绕组描述符”$\varrho$确定的。然后提出了一种映射$x^{(\varrho)}(s) \to y^{(0)}(s)$，它为最简单的$\varrho=\varrho_0$的子集校正轮廓。
英文摘要：
Wave functions describing quantum toboggans with two branch points (QT2) are defined along complex contours of coordinates which spiral around these branch points. The classification of QT2 is found in terms of certain ``winding descriptors" $\varrho$. A mapping $x^{(\varrho)}(s) \to y^{(0)}(s)$ is then presented which rectifies the contours for a subset of the simplest $\varrho=\varrho_0$.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
