Pages that link to "Item:Q730692"
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The following pages link to Evaluations of hypergeometric functions over finite fields (Q730692):
Displaying 21 items.
- Some mixed character sum identities of Katz. II (Q524273) (← links)
- Special values of hypergeometric functions over finite fields (Q1037556) (← links)
- Hypergeometric polynomials over finite fields (Q1292771) (← links)
- Congruences for \(_2F_1\) hypergeometric functions over finite fields (Q1597193) (← links)
- Evaluation of certain hypergeometric functions over finite fields (Q1639733) (← links)
- Certain character sums and hypergeometric series (Q1744250) (← links)
- Appell series over finite fields and Gaussian hypergeometric series (Q2028691) (← links)
- Product formulas for hypergeometric functions over finite fields (Q2081533) (← links)
- \(_4F_3\)-Gaussian hypergeometric series and traces of Frobenius for elliptic curves (Q2093060) (← links)
- Certain transformations and special values of hypergeometric functions over finite fields (Q2117543) (← links)
- Summation identities and special values of hypergeometric series in the \(p\)-adic setting (Q2344337) (← links)
- An Appell series over finite fields (Q2406690) (← links)
- Clausen's theorem and hypergeometric functions over finite fields (Q2517818) (← links)
- Certain product formulas and values of Gaussian hypergeometric series (Q2660590) (← links)
- Certain character sums, Gaussian hypergeometric series, and their connections to algebraic curves (Q2662055) (← links)
- A quadratic hypergeometric ₂𝐹₁ transformation over finite fields (Q3181317) (← links)
- Values of Gaussian hypergeometric series and their connections to algebraic curves (Q4595096) (← links)
- Hypergeometric functions over finite fields (Q5042714) (← links)
- Hypergeometric $\mathbf {{}_3{\it F}_2(1/4)}$ evaluations over finite fields and Hecke eigenforms (Q5189176) (← links)
- Kampé de Fériet hypergeometric functions over finite fields (Q6175153) (← links)
- Splitting hypergeometric functions over roots of unity (Q6606920) (← links)