Search results

...distribution]] ''P'' admits (in the convolution semi-group of probability distributions) a factorization ...sentable as the convolution of a finite or countable set of indecomposable distributions. The factorization is not unique, in general. ...

'''Gaussian distribution on a locally compact Abelian group''' is a [[Probability distribution|distribution]] <math>\gamma</math> on a second (i) <math>\gamma</math> is an [[infinitely divisible distribution]]; ...

...ave the skewness and heavy-tail property. Since <math>\alpha</math>-stable distributions have infinite <math>p</math>-th moments for all <math>p>\alpha</math>, the ...[volatility clustering]]. In the GARCH model, the innovation (or residual) distributions are assumed to be a standard normal distribution, despite the fact that thi ...

{{Short description|Continuous probability distribution}} {{Infobox probability distribution ...

{{Short description|Continuous probability distribution}} {{Infobox probability distribution|name=''κ''-Erlang distribution|type=density|parameters=<math> ...

...inear isometries]]. It is a standard simplification and assumption used in probability theory. Generally, it is used in the context of [[Measure (mathematics)|mea ...easure, <math>\mu(dz)</math>, is a measure for which there exists a real [[Probability density function|density function]] <math>\mu_{0}(r)</math> on <math>(0,\in ...

{{Probability distribution ...>''p''₀ = 1 − (''p''₁+…+''p''_''m'') — the probability of a "failure". ...

...tribution articles such as this one --->{{More sources|date=August 2024}}{{Probability distribution ...iscrete Weibull distribution infinitely divisible?|journal= Statistics and Probability Letters|date=2024|volume=215|doi= 10.1016/j.spl.2024.110238}}</ref> ...

...ristic function (probability theory)|characteristic function]] of discrete probability distribution. So <math>F(\theta ) </math> is an absolutely convergent Four ...ay Kerns |title=A characterization of signed discrete infinitely divisible distributions|journal=Studia Scientiarum Mathematicarum Hungarica|volume=54 |year=2017|p ...

{{Probability distribution ...cations, 29(4):791–794.</ref> These distributions are analogues for stable distributions for the case when the number of summands is random, independent of the dist ...

{{Short description|Cadlag in probability theory}} ...], [[Continuous stochastic process#Continuity in probability|continuous in probability]] [[stochastic process]] with [[independent increments]]. ...

{{Probability distribution In probability theory, a '''log-Cauchy distribution''' is a [[probability distribution]] of a [[random variable]] whose [[logarithm]] is distributed ...

{{Short description|Probability distribution}} ...ither of two families of [[parametric statistics|parametric]] [[continuous probability distribution]]s on the [[real number|real]] line. Both families add a [[sh ...

{{Short description|Probability distribution}} [[File:Tracy-Widom distr.svg|thumb|right|300px|Densities of Tracy–Widom distributions for ''β''&nbsp;=&nbsp;1,&nbsp;2,&nbsp;4]] ...

{{short description|Discrete probability distribution}} {{Infobox probability distribution ...

*'''[[Problem of the Nile]]''' – there are infinitely many agents. ...B. Grünbaum|author-link=Branko Grünbaum|year=1960|title=Partitions of mass–distributions and convex bodies by hyperplanes|journal=Pacific J. Math.|volume=10|issue=4 ...