论文标题
在无限的订单上，软木塞自动形态
On an infinite order cork automorphisms
论文作者
论文摘要
在这里，我们给出了软木自动形态的具体描述$ f：\ partial w \ to \ partial w $ sottial w $ sover of \ cite {a2}中定义的无限订单松散cork $（w，f）$。它是通过通过边界结的无限订单将$ w $ $ w $定义的$ w $的定义色带磁盘获得的。
Here we give a concrete description of the cork automorphism $f:\partial W\to \partial W$ of the infinite order loose-cork $(W,f)$, defined in \cite{a2}. It is obtained by concatenating the defining ribbon disk of $W$ in $B^4$ by an infinite order isotopy of the boundary knot.
