```{include} /../core/dataserver/attribute/introducing_tstochastic_attribute/uniform_equation.md
```

The property of the law lies on the fact that all points of the interval $[x_{\rm min},x_{\rm max}]$ 
have the same probability. The mean value of the uniform law can then be computed as 
$\mu=\frac{x_{\rm max} + x_{\rm min}}{2}$  while its variance can be written as 
$\sigma^2 = \frac{(x_{\rm max} - x_{\rm min})^2}{12}$. The mode is not really defined as all 
points have the same probability.

```{include} /../core/dataserver/attribute/introducing_tstochastic_attribute/uniform_figure.md
```