论文标题
$ k $ th残留曲柄的准地位
Quasimodularity of the $k$th Residual Cranks
论文作者
论文摘要
我们为在过度分区定义的残留曲柄系列的家庭中建立了准地位。我们还表明，这些$ k $ th残留曲柄的第二瞬间承认合并的解释是加权的过度分支。
We establish quasimodularity for a family of residual crank generating functions defined on overpartitions. We also show that the second moments of these $k$th residual cranks admit a combinatoric interpretation as weighted overpartition counts.
