摘要：One common way to deal with extreme value analysis in spatial statistics is by using
the max-stable process. By employing a representation of simple max-stable processes
in de Haan and Ferreira ([3]), we propose a stationary max-stable process as a model
of the dependence structure in two-dimensional spatial problems. We calculate its
two-dimensional marginal distributions, which creates the opportunity to estimate
the dependence parameter. The model is used in Buishand, de Haan and Zhou ([1])
for a spatial rainfall problem.
