Zeilberger's method relies on Gosper's landmark algorithm for the summation of this type of power series.
Solutions to the GKZ system, which is described by this term, can be applied to study mirror symmetry of Calabi-Yau manifolds. Zeilberger's method relies on Gosper's landmark algorithm for the summation of this type of power series. Power series described by this term are series for which the ratio of consecutive terms is a rational function of the summation variable. A second-order linear ODE named for (*) Gauss and described by this term has only regular singularities at 0, 1, and infinity. The quintessential problem solved using a distribution described by this term involves drawing red or green balls from an urn. For 10 points, identify this term that describes a distribution similar to the binomial distribution, except that sampling occurs without replacement.
Solutions to the GKZ system, which is described by this term, can be applied to study mirror symmetry of Calabi-Yau manifolds.
hypergeometric