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• term-1: TeX pattern-expression "${\displaystyle{\displaystyle{\displaystyle{{}_{2}F_{1}}\!\left({-x,-x-\delta\atop\gamma+1};t\right)\,{{}_{2}F_{1}}\!\left({x+\alpha+1,x+\beta+\delta+1\atop\alpha+\beta-\gamma+1};t\right){}=\sum_{n=0}^{N}\frac{\pochhammer{\alpha+1}{n}\pochhammer{\beta+\delta+1}{n}}{\pochhammer{\alpha+\beta-\gamma+1}{n}n!}\Racah{n}@{\lambda(x)}{\alpha}{\beta}{\gamma}{\delta}t^{n}{}}}}$" with 0 results.

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