论文标题
非削减Deutsch路径
Non-decreasing Deutsch paths
论文作者
论文摘要
Dyck路径的变化允许任意长度的下调，而不仅仅是一个。这是由Emeric Deutsch在千年之交发表的想法所激发的。我们对它们的子类感兴趣，因为山谷水平的序列不受约束。大约在20年前，在古典案例中进行了研究。
A variation of Dyck paths allows for down-steps of arbitrary length, not just one. This is motivated by ideas published by Emeric Deutsch around the turn of the millenium. We are interested in the subclass of them where the sequence of the levels of valleys is non-decreasing. This was studied around 20 years ago in the classical case.
