1Blurb::
2Aleatory uncertain variable - loguniform
3
4Description::
5If the logarithm of an uncertain variable X has a uniform distribution, that is
6\f$\log X \sim U(L_{LU},U_{LU}),\f$
7then X is distributed with a loguniform distribution. The distribution lower bound is \f$L_{LU}\f$ and upper bound is \f$L_{LU}\f$
8The loguniform distribution has the density function:
9\f[f(x) = \frac{1}{ x \left( \ln(U_{LU}) - \ln(L_{LU}) \right) }\f]
10
11Topics::	continuous_variables, aleatory_uncertain_variables
12Examples::
13Theory::
14For some methods, including vector and centered parameter studies, an
15initial point is needed for the uncertain variables. When not given
16explicitly, these variables are initialized to their means.
17
18Faq::
19See_Also::
20