论文标题
不受干扰的弱还原的非最低桥梁位置
Unperturbed weakly reducible non-minimal bridge positions
论文作者
论文摘要
如果存在一对取消的桥盘，则据说结的桥梁位置会受到干扰。由结的示例的激励，因为jang-kobayashi-ozawa-takao不可扰动的强烈不可还原的非最低桥梁位置，我们得出了不受干扰的弱还原的非最低桥梁位置的例子。此外，提出了戈登猜想的桥梁版本：不受干扰的桥梁位置的连接总和不受干扰。
A bridge position of a knot is said to be perturbed if there exists a cancelling pair of bridge disks. Motivated by the examples of knots admitting unperturbed strongly irreducible non-minimal bridge positions due to Jang-Kobayashi-Ozawa-Takao, we derive examples of unperturbed weakly reducible non-minimal bridge positions. Also, a bridge version of Gordon's Conjecture is proposed: the connected sum of unperturbed bridge positions is unperturbed.
