For a given bivariate survival function F@?, we study the relations between the set of the level curves of F@? and the Kendall distribution. Then we characterize the survival models simultaneously admitting a specified Kendall distribution and a specified set of level curves. Attention will be restricted to exchangeable survival models.
['Giovanna Nappo', 'Fabio Spizzichino']
Kendall distributions and level sets in bivariate exchangeable survival models