Gamma And Beta Function Calculator
Gamma And Beta Function: a planned Super Calculator tool. Covers argument z (real or complex). Stub page while the tool and its worked example are prepared.
Gamma And Beta Function Calculator is a planned calculator in the mathematics section of Super Calculator, covering algebra and number theory.
What this calculator will compute
Inputs: argument z (real or complex), second argument for beta and log scale toggle.
Outputs: gamma value, log gamma, beta value, digamma and reflection identity check.
Formula, recorded as scope and not yet verified against a primary source: Gamma(z) = integral from 0 to infinity of t^(z-1) e^(-t) dt, satisfying Gamma(n) = (n-1)! for positive integers. Computed by the Lanczos approximation. Beta(a, b) = Gamma(a)Gamma(b)/Gamma(a+b). Poles at zero and the negative integers.
Status
This page is a stub. The calculator is not built, no figure on this page has been verified against the authority that sets it, and nothing here should be used to make a decision. The page exists so that the site structure is complete and so that articles can link this concept on first mention.
The stub carries noindex, nofollow and is excluded from the sitemap.