This paper gives a new obstruction for ribbon-move equivalence of 2-knots. Let $K$ and $K'$ be 2-knots. Let $K$ and $K'$ are ribbon-move equivalent. Onecorollary to our main theorem is as follows. A 2-dimensional fibered knot whosefiber is the punctured 3-dimensional torus is not ribbon-move equivalent to any2-dimensional knot whose Seifert hypersurface is a punctured homology sphere.
展开▼
机译:本文为2节的带状移动等效性提供了新的障碍。令$ K $和$ K'$为2节。令$ K $和$ K'$等价于功能区移动。我们的主要定理的一个推论如下。纤维为打孔的3维圆环的二维纤维结不像其Seifert超表面是打孔的同源球体的任何二维结带状移动一样。
展开▼