stable Paretian distributions

stable Paretian distributions: = stable Pareto distributions; stable non-Gaussian distributions

French\ \ distributions stables de Pareto

German\ \ stabile Pareto-Verteilungen

Dutch\ \ stabiele Pareto-verdelingen

Italian\ \ distribuzioni di Pareto stabili

Spanish\ \ distribuciones estables de Pareto

Catalan\ \ distribucions de Pareto estables; distribucions no gaussianes estables

Portuguese\ \ distribuições estáveis com cauda paretiana; distribuições estáveis não-gaussianas

Romanian\ \ -

Danish\ \ stabil Paretofordeling

Norwegian\ \ stabil Pareto fordeling

Swedish\ \ stabil Paretofördelning

Greek\ \ σταθερή Paretian διανομές; σταθερή διανομές Pareto; σταθερής μη Gaussian κατανομές

Finnish\ \ vakaa prosessi

Hungarian\ \ állandó Pareto-eloszlások

Turkish\ \ kararlı Pareto dağılımları; kararlı Gaussian olmayan dağılımlar

Estonian\ \ stabiilsed Pareto jaotused

Lithuanian\ \ stabilieji Pareto skirstiniai; stabilieji Parèto skirstiniai

Slovenian\ \ -

Polish\ \ stabilne rozkłady Pareto

Russian\ \ устойчивое распределение Парето

Ukrainian\ \ -

Serbian\ \ -

Icelandic\ \ stöðugar Paretian dreifingar; stöðugt Pareto dreifingar; stöðugt utan Gauss dreifing

Euskara\ \ -

Farsi\ \ tozi-haye Pareto-eeye paydar

Persian-Farsi\ \ -

Arabic\ \ توزيعات باريتو المستقرة؛ توزيعات غير - كاوسين المستقرة

Afrikaans\ \ stabiele Pareto-verdelings

Chinese\ \ 稳定帕累托分布族

Korean\ \ 안정화된 Pareto 분포

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Stable Paretian, or Fractal Hypothesis — In the characteristic function of the fractal family of distributions, the characteristic exponent alpha can range between one and two. Bloomberg Financial Dictionary See: alpha, fractal distributions, Gaussian. Bloomberg Financial Dictionary … Financial and business terms
Stable Paretian Hypothesis — In the characteristic function of the fractal family of distributions, the characteristic exponent alpha can range between one and two. Bloomberg Financial Dictionary See: alpha, fractal distributions, Gaussian. Bloomberg Financial Dictionary … Financial and business terms
Stable and tempered stable distributions with volatility clustering - financial applications — Classical financial models which assume homoskedasticity and normality cannot explain stylized phenomena such as skewness, heavy tails, and volatility clustering of the empirical asset returns in finance. In 1963, Benoit Mandelbrot first used the … Wikipedia
Geometric stable distribution — Geometric Stable parameters: α ∈ (0,2] stability parameter β ∈ [−1,1] skewness parameter (note that skewness is undefined) λ ∈ (0, ∞) scale parameter μ ∈ (−∞, ∞) location parameter support: x ∈ R, or x ∈ [μ, +∞) if α < 1 and β = 1, or x ∈… … Wikipedia
Hurst exponent — ( H) A measure of the bias in fractional Brownian motion. H=0.50 for Brownian motion. 0.50<H<1.00 for persistent, or trend reinforcing series. 0<H<0.50 for an anti persistent , or mean reverting system. The inverse of the Hurst… … Financial and business terms
Eugene Fama — Chicago School Of Economics Eugene Fama (left) winning the inaugural Morgan Stanley American Finance Association Award … Wikipedia

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stable Paretian distributions

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