Home
Random
Nearby
Log in
Settings
Donate
About Wikidata
Disclaimers
Search
(Q5527846)
Watch
English
Gaussian q-distribution
family of probability distributions
In more languages
edit
Statements
subclass of
probability distribution
0 references
symmetric probability distribution
0 references
continuous probability distribution
0 references
named after
Carl Friedrich Gauss
0 references
defining formula
s
q
(
x
)
=
{
0
,
x
<
−
ν
1
c
(
q
)
E
q
2
−
q
2
x
2
[
2
]
q
,
−
ν
≤
x
≤
ν
0
,
if
x
>
ν
.
{\displaystyle s_{q}(x)={\begin{cases}0,&x<-\nu \\{\frac {1}{c(q)}}E_{q^{2}}^{\frac {-q^{2}x^{2}}{[2]_{q}}},&-\nu \leq x\leq \nu \\0,&{\mbox{if }}x>\nu .\end{cases}}}
1 reference
imported from Wikimedia project
English Wikipedia
maintained by WikiProject
WikiProject Mathematics
0 references
different from
q-Gaussian distribution
0 references
Identifiers
Freebase ID
/m/09g6zwl
0 references
Microsoft Academic ID
2776716621
0 references
Sitelinks
Wikipedia
(3 entries)
edit
cawiki
Distribució q gaussiana
enwiki
Gaussian q-distribution
ukwiki
Гауссів q-розподіл
Wikibooks
(0 entries)
edit
Wikinews
(0 entries)
edit
Wikiquote
(0 entries)
edit
Wikisource
(0 entries)
edit
Wikiversity
(0 entries)
edit
Wikivoyage
(0 entries)
edit
Wiktionary
(0 entries)
edit
Multilingual sites
(0 entries)
edit
![{\displaystyle s_{q}(x)={\begin{cases}0,&x<-\nu \\{\frac {1}{c(q)}}E_{q^{2}}^{\frac {-q^{2}x^{2}}{[2]_{q}}},&-\nu \leq x\leq \nu \\0,&{\mbox{if }}x>\nu .\end{cases}}}](https://wikimedia.org/api/rest_v1/media/math/render/svg/123448a1cbff63356bf7b45b38028574d8c7813a)
