论文标题
系统发育树，增强的完美匹配以及对病房多项式的持续分数（T型）
Phylogenetic trees, augmented perfect matchings, and a Thron-type continued fraction (T-fraction) for the Ward polynomials
论文作者
论文摘要
我们发现，用于病房多项式的普通生成功能以及使用独立不确定的大型（确实是无限）家族的一些概括的持续分数（t算法）。我们的证明是基于超级演奏的完美匹配和标记的Schröder路径之间的培训，该匹配度概括了Flajolet在完美匹配和标记的Dyck路径之间的培养。
We find a Thron-type continued fraction (T-fraction) for the ordinary generating function of the Ward polynomials, as well as for some generalizations employing a large (indeed infinite) family of independent indeterminates. Our proof is based on a bijection between super-augmented perfect matchings and labeled Schröder paths, which generalizes Flajolet's bijection between perfect matchings and labeled Dyck paths.
