The odd moments of ranks and cranks
Andrews, George E.
Chan, Song Heng
Date of Issue2013
School of Physical and Mathematical Sciences
In this paper, we modify the standard definition of moments of ranks and cranks such that odd moments no longer trivially vanish. Denoting the new k-th rank (resp. crank) moments by (resp. ), we prove the following inequality between the first rank and crank moments.
Journal of combinatorial theory, Series A
© 2013 Elsevier B.V.