hasSeriesRepresentation
10
triples
GPTKB property
Random triples
| Subject | Object |
|---|---|
| gptkb:gamma_function | gptkb:Weierstrass_product |
| gptkb:Theta_function | Yes |
| gptkb:Riemann_zeta_function_(when_χ_is_trivial) | ζ(s) = 1/(1^s) + 1/(2^s) + 1/(3^s) + ... |
| gptkb:Dirichlet_L-functions | L(s, χ) = Σ_{n=1}^∞ χ(n) n^{-s} |
| gptkb:Dirichletsche_L-Funktionen | L(s,χ) = Σ_{n=1}^∞ χ(n)/n^s |
| gptkb:confluent_hypergeometric_function_of_the_second_kind | yes |
| gptkb:Dirichlet_L-series | L(s, χ) = Σ_{n=1}^∞ χ(n)/n^s |
| gptkb:modified_Bessel_function | yes |
| gptkb:Euler_beta_function | B(x, y) = Σ_{n=0}^∞ [(1-y)_n / (n! (x+n))] |
| gptkb:Dirichlet_L-function_with_trivial_character | sum_{n=1}^∞ χ(n)/n^s |