Some structure results for martingales in the limit and pramarts
A new, more general definition of martingales in the limit (mils) is given. Some characterization results and a Riesz-decomposition type theorem are proved. A typical result in this field is Corollary 9 ''All F- valued \(L^ 1\)-bounded mils converge iff F has the Radon-Nikodym property''. Finally some related results are proved for pramarts.
scientific article; zbMATH DE number 3932126