论文标题
Andrews-Merca身份的扩展和变化
Extensions and variations of Andrews-Merca identities
论文作者
论文摘要
最近，安德鲁斯（Andrews）和梅尔卡（Merca）对n个n分区中所有分区中均匀部分的总数进行了新的组合解释。我们概括了这一结果，并考虑了他们的工作的更多变化。我们还强调了与FU和Tang的工作的一些联系。
Recently, Andrews and Merca have given a new combinatorial interpretation of the total number of even parts in all partitions of n into distinct parts. We generalise this result and consider many more variations of their work. We also highlight some connections with the work of Fu and Tang.
