submartingale
Jan25-12, 11:01 PM
Hi everyone,
If C is a finite-dimensional convex cone and X is the set of all nonnegative random variables (on a probability space), then is C-X:={c-x:c in C, x in X} closed?
Thanks!
If C is a finite-dimensional convex cone and X is the set of all nonnegative random variables (on a probability space), then is C-X:={c-x:c in C, x in X} closed?
Thanks!