Contents
- Index
Uniform Distribution
Shape:
The uniform distribution is a 2-parameter distribution and covers any specified average and standard deviation. It is represented by a single point with a skewness of zero and kurtosis of 1.8 (excess kurtosis of -1.2) on a skewness-kurtosis plot as shown below:
Density Function:
The density function of the uniform distribution is shown below:
The equation, parameters and bounds of the density function are:
Moments:
The moments of the uniform distribution can be calculated from the parameters as shown below:
Properties:
The uniform distribution is a special case of the Beta Distribution.