论文标题
Biquandle Arrow重量增强
Biquandle Arrow Weight Enhacements
论文作者
论文摘要
我们介绍了一个新的无限家族，其中包括Biquandle Arrow重量的Biquandle Homset不变性。这些不变的人会在Abelian组中为箭头图中的箭头交叉分配权重，该箭头是根据与箭头相关的双quandle颜色来表示经典或虚拟结的。我们提供了例子，以表明增强功能是非平底而正确的，即不是由人源基数确定的。
We introduce a new infinite family of enhancements of the biquandle homset invariant called biquandle arrow weights. These invariants assign weights in an abelian group to intersections of arrows in a Gauss diagram representing a classical or virtual knot depending on the biquandle colors associated to the arrows. We provide examples to show that the enhancements are nontrivial and proper, i.e., not determined by the homset cardinality.
