On powers of 2 dividing the values of certain plane partition functions
J. Integer Seq. 4(1), Art. 01.1.8, 10 p., electronic only (2001)
Summary
Summary: We consider two families of plane partitions: totally symmetric self-complementary plane partitions (TSSCPPs) and cyclically symmetric transpose complement plane partitions (CSTCPPs). If $T(n)$ and $C(n)$ are the numbers of such plane partitions in a 2n $\times $ 2n $\times $ 2n box, then
