distribution parameter
61Noncentral chi-square distribution — Probability distribution name =Noncentral chi square type =density pdf cdf parameters =k > 0, degrees of freedom lambda > 0, non centrality parameter support =x in [0; +infty), pdf =frac{1}{2}e^{ (x+lambda)/2}left (frac{x}{lambda} ight)^{k/4 1/2} …
62Half circle distribution — Probability distribution name =Half Circle type =density pdf parameters =r: r in ( infty,infty) support = r le x le r ! pdf =f(x)={2sqrt{r^2 x^2}over pi r^2 }, forall x in [ r , r] cdf =F(x)=0.5 + {arcsin(x/r) over pi} + {xsqrt{1 {x^2 over r^2… …
63Probability distribution — This article is about probability distribution. For generalized functions in mathematical analysis, see Distribution (mathematics). For other uses, see Distribution (disambiguation). In probability theory, a probability mass, probability density …
64Hypergeometric distribution — Hypergeometric parameters: support: pmf …
65Ratio distribution — A ratio distribution (or quotient distribution ) is a statistical distribution constructed as the distribution of the ratio of random variables having two other distributions.Given two stochastic variables X and Y , the distribution of the… …
66Fréchet distribution — Probability distribution name =Fréchet type =density pdf cdf parameters =alpha in (0,infty] shape support =x>0 pdf =alpha ; x^{ 1 alpha} ; e^{ x^{ alpha cdf =e^{ x^{ alpha mean =Gammaleft(1 frac{1}{alpha} ight) ext{ if } alpha>1 median… …
67Chi-square distribution — Probability distribution name =chi square type =density pdf cdf parameters =k > 0, degrees of freedom support =x in [0; +infty), pdf =frac{(1/2)^{k/2{Gamma(k/2)} x^{k/2 1} e^{ x/2}, cdf =frac{gamma(k/2,x/2)}{Gamma(k/2)}, mean =k, median… …
68Cohen's class distribution function — For many years, signal analysis in both time and frequency domain has enjoyed high degree of popularity. The time frequency analysis techniques are especially effective in analyzing non stationary signals, whose frequency distribution and… …
69Volume of distribution — The volume of distribution (VD) , also known as apparent volume of distribution, is a pharmacological term used to quantify the distribution of a medication between plasma and the rest of the body after oral or parenteral dosing. It is defined as …
70Lévy distribution — Probability distribution name =Lévy (unshifted) type =density pdf cdf parameters =c > 0, support =x in [0, infty) pdf =sqrt{frac{c}{2pi frac{e^{ c/2x{x^{3/2 cdf = extrm{erfc}left(sqrt{c/2x} ight) mean =infinite median =c/2( extrm{erf}^{… …
