论文标题
减少堆，装饰的图表和类型$ c $的Aggine templey-lieb代数
Heaps reduction, decorated diagrams, and the affine Temperley-Lieb algebra of type $C$
论文作者
论文摘要
在本文中，我们提出了一个组合框架，以研究ERNST引入的C型C型Temperley-Lieb代数的图表表示。在此过程中，我们定义了两个程序，图表上的装饰算法和独立关注的堆的还原算法。使用这种方法，提供了ERNST表示图的明确算法描述，可以从中推导其忠诚。我们还提供了反图的构造。
In this paper we propose a combinatorial framework to study a diagrammatic representation of the affine Temperley-Lieb algebra of type C introduced by Ernst. In doing this, we define two procedures, a decoration algorithm on diagrams and a reduction algorithm on heaps of independent interest. Using this approach, an explicit algorithmic description of Ernst representation map is provided from which its faithfulness can be deduced. We also give a construction of the inverse map.
