Erlang distribution (EN) - © Rene Vapenik 2013

Erlang distribution (EN)

ATTENTION - instead of a decimal comma should be used decimal DOT ! (EN)

**Formler**
$P(x)=\left\{\begin{matrix} \frac{\lambda ^{k}x^{k-1}e^{\lambda (-x)}}{\Gamma (k)} & ... & x> 0\\ & & \\ 0 & ... & x\leq 0\end{matrix}\right.$
$E(X)=\frac{k}{\lambda }$	$D(X)=\frac{k}{\lambda^{2} }$
$\gamma _{1}=\frac{2}{\sqrt{k}}$	$\gamma _{2}=\frac{6}{k}+3$

**Characteristics of the distribution (EN)**
Mean (EN)	E(X)=
Varians	D(X)=
Skewness (EN)	γ₁=
Ex.kurtosis (EN)	γ₂=

Cumulative distribution function (EN)

.

Probability mass function (EN)

.

External links (EN)

Česky

English

Русский

Espanol

Francais

Deutsch

Portugues

Polski

Norsk

Nederlands

Italien

Romana

Magyar

Tiếng Việt

Svenska

Suomi

العربية

한국어

Türkçe

Bahasa Indonesia

日本語

Български

српски језик

עברית‬

فارسی‬

Slovenščina

Dansk

Eesti

Català

Lietuvių

Κανονική κατανομή

Українська

Kontakt © 2013 Forfatter: Rene Vapenik www.elektro-energetika.eu