Extreme exchangeable random order processes by positive definite functions on semigroups
Abstract
Description
Based on previous work of Paul Ressel and myself, I show that the space of all "continuous" exchangeable probability measures on a certain set of order processes is a Bauer simplex.
My crucial error in the first version of the paper was a mistaken application of the portmanteau inequality between Theorem 18 and Corollary 19
My crucial error in the first version of the paper was a mistaken application of the portmanteau inequality between Theorem 18 and Corollary 19