If t1
, t2
and t3
are not specified they assume the default value of 0.5, 0 and 1, respectively.
The Generalized Exponential Power distribution has density:
$$ p(x;\gamma,\delta,\alpha,\beta,z_0) \propto e^-{\delta|x|^\gamma} |x|^{-\alpha}(log|x|)^{-\beta} $$
for \(x \ge z_0\), and the density equals to \(p(x;\gamma,\delta,\alpha,\beta,z_0)\) for \(x < z_0\).