2001Unpublished venueRequires access

A technique of drawing density curve and its application in the generl g-h distribution models

Hou Zi-yan

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Abstract

When a inverse function of monotone function can not be shown as explicit forrnula, the distribution density curve of continuous random variable can be gained with a parametric equation. And when this method applies to density curve of F(5, 11) distribution with density curve of general g-h distribution model,the fiting effect is good.

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What this paper is about

When a inverse function of monotone function can not be shown as explicit forrnula, the distribution density curve of continuous random variable can be gained with a parametric equation. And when this method applies to density curve of F(5, 11) distribution with density curve of general g-h distribution model,the fiting effect is good.

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Available abstract

When a inverse function of monotone function can not be shown as explicit forrnula, the distribution density curve of continuous random variable can be gained with a parametric equation. And when this method applies to density curve of F(5, 11) distribution with density curve of general g-h distribution model,the fiting effect is good.

Key concepts: Mathematics, Distribution (mathematics), Probability density function, Monotone polygon, Function (biology), Parametric equation, Distribution function, Inverse

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