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      Dual Hahn Polynomials
Definition
The Dual Hahn polynomials are defined as
\[
  \begin{align}
    R_n(\lambda(x);\gamma,\delta,N) &= \sum_{k=0}^n \frac{(-n)_k (-x)_k (x+\gamma+\delta+1)_k}{(\gamma+1)_k (-N)_k k!}\\
                          &= {}_3F_2 \left(\left. {-n, -x, x+\gamma+\delta+1 \atop \gamma+1, -N} \; \right| 1 \right)
  \end{align}
\]
