论文标题
Gluck Twisting rol旋转结
Gluck twisting roll spun knots
论文作者
论文摘要
我们表明，对于任何一对整数（m，n）而言，通过旋转任何一个无打结的M-Twist n旋转旋转而获得的平滑同质4球旋转与标准4-Sphere的M-TWIST n-roll旋转均与标准的4-Sphere不同。随之而来的是必然的，无限的扭曲双打的无限级软木塞是标准的。
We show that the smooth homotopy 4-sphere obtained by Gluck twisting the m-twist n-roll spin of any unknotting number one knot is diffeomorphic to the standard 4-sphere, for any pair of integers (m,n). It follows as a corollary that an infinite collection of twisted doubles of Gompf's infinite order corks are standard.
