The log-uniform distribution is useful in cases where inputs cover large ranges of values, but little is known about their underlying distribution. In a loguniform distribution, the logtransformed random variable is assumed to be uniformly distributed.
f(x,a,b) =
1/(x(log(b)-log(a))) for a⇐x⇐b
0 otherwise
support a ⇐ x ⇐ b
Parameter | Description | Default value |
---|---|---|
Min | The minimum value | 1.0 |
Max | The maximum value | 10.0 |