Rayleigh Distribution

Rayleigh distribution is a probability distribution. The probability density function is
f(x; \beta) = \frac{x \exp\left(\frac{-x^2}{2\beta^2}\right)}{\beta^2} \quad \mbox{for } x \in [0, \infty).
It is derived from an exponential distribution by the transformation:
R = \sqrt{\frac{2X}{\beta}}.
Mean: \beta \sqrt{\frac{\pi}{2}} Variance: \frac{4 - \pi}{2} \beta^2 Skewness: \frac{2(\pi - 3) \sqrt{\pi}}{(4 - \pi)^{3/2}} Kurtosis: - \frac{6\pi^2 - 24\pi +16}{(\pi - 4)^2}

See also

 

<< PreviousWord BrowserNext >>
cycle space
georges vanier
lunar meteorite
social war
arthur adamov
pyrolysis
philly joe jones
gasification
tadd dameron
ieee 802.6
steve vai
bull moose jackson
ansgar elde
andrea gabrieli
kaokor galaxy
1988 governor general's awards
wave drag
sabbat (world of darkness)
ocd (disambiguation)
jrgen nash
bernie taupin
thomas tusser
symmetric difference
faro, yukon
public company
secondary dominant
nonchord tone
u.s. congressional delegations from minnesota
eberhard karls university of tbingen
ethicist
zamora
webquest
mle
atlantic city expressway
heartbreaker (ryan adams album)
gold (album)
supreme military command of prc
demolition (ryan adams album)
david e. kelley
garden state parkway
nepenthes
baptismal font
southeastern pennsylvania transportation authority
elliott bay
Copyright 2005-2009 OnPedia.com. All Rights Reserved