Category:Examples of Use of Dixon's Hypergeometric Theorem
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This category contains examples of use of Dixon's Hypergeometric Theorem.
- $\ds \map { {}_3 \operatorname F_2} { { {n, -x, -y} \atop {x + n + 1, y + n + 1} } \, \middle \vert \, 1} = \dfrac {\map \Gamma {x + n + 1} \map \Gamma {y + n + 1} \map \Gamma {\dfrac n 2 + 1} \map \Gamma {x + y + \dfrac n 2 + 1} } { \map \Gamma {n + 1} \map \Gamma {x + y + n + 1} \map \Gamma {x + \dfrac n 2 + 1} \map \Gamma {y + \dfrac n 2 + 1} } $
Pages in category "Examples of Use of Dixon's Hypergeometric Theorem"
The following 4 pages are in this category, out of 4 total.