Scrambled Vandermonde convolutions of Gaussian polynomials
It is well known that Gaussian polynomials (i.e., q-binomials) describe the distribution of the [Formula presented] statistic on monotone paths in a rectangular grid. We introduce two new statistics, [Formula presented] and [Formula presented]; attach “ornaments” to the grid that scramble the values of [Formula presented] in specific fashion; and re-evaluate these statistics, in order to argue tha
