hasWeierstrassProduct
P71179
predicate
Indicates that one mathematical object is represented or characterized by a Weierstrass product expansion in terms of another.
Observed surface forms (1)
| Surface form | Occurrences |
|---|---|
| hasInfiniteProductRepresentation | 1 |
Sample triples (3)
| Subject | Object |
|---|---|
| Gamma function | 1/Γ(z)=ze^{γz}∏_{n=1}^∞(1+z/n)e^{-z/n} ⓘ |
| Khinchin's constant | K_0 = ∏_{m=1}^{∞} (1 + 1/(m(m+2)))^{ rac{1}{ ext{log}_2(m+1) - ext{log}_2 m}} (up to equivalent standard forms) via predicate surface "hasInfiniteProductRepresentation" ⓘ |
| Barnes G-function | infinite product representation involving Γ(z) ⓘ |