10 Resultaten gevonden voor "Bestand:Normal_probability_distribution.svg".

Bestand:Normal probability distribution.svg

DescriptionNormal probability distribution.svg English: Normal Distribution Cumulative Distribution Function Русский: Функция распределения гауссовой случайной...


Bestand:Lognormal distribution PDF.png

    Probability density function for the Log-normal distribution Derivative works of this file:  Lognormal distribution PDF.svg English German...


Bestand:Normal distribution pdf.svg

Probability density function for the normal distribution gnuplot source under GPL; originally by MarkSweep: _ln_dnorm(x, m, s) = -0.5 * log(2*pi) - log(s)...


Bestand:Z cumulative.svg

[[Category:Probability distributions] 2007-04-28T20:19:31Z HiTe 1700x700 (15715 Bytes) == Sumario == {{Information| |Description= {{es|Distribución normal o de...


Bestand:Z cumulative from mean.svg

[[Category:Probability distributions] 2007-04-28T20:19:31Z HiTe 1700x700 (15715 Bytes) == Sumario == {{Information| |Description= {{es|Distribución normal o de...


Bestand:Lognormal distribution PDF.svg

images: Lognormal distribution PDF.png licensed with Cc-by-sa-3.0-migrated, GFDL 2005-05-03T04:48:16Z PAR 1300x975 (192660 Bytes) Probability density function...


Bestand:Standard Normal Distribution en svg.svg

org/licenses/by/4.0CC BY 4.0 Creative Commons Attribution 4.0 truetrue English The Standard Normal Probability Distribution (labelled in English)...


Bestand:Standard Normal Distribution.png

English The Standard Normal Probability Distribution Marathi The Standard Normal Probability Distribution URL: https://commons.wikimedia.org/wiki/user:D_Wells...


Bestand:Pearson type VII distribution log-PDF.png

Natural logarithm of the probability density of the Pearson type VII distribution The red curve shows the limiting density with infinite kurtosis; the...


Bestand:Normal approximation to binomial.png

Plot of the probability density function of a normal distribution approximating the probability mass function of a binomial distribution Note: "Norm(12...