Institut für Mathematische Statistik und Versicherungslehre

Team

Prof. Dr. Ilya Molchanov

Professor für Wahrscheinlichkeitstheorie / Mitglied der Institutsleitung

Institut für Mathematische Statistik und Versicherungslehre (IMSV)

Example 1.1.10: The conclusion is correct under additional assumption that K is connected (noticed by Samopriya Basu).
Proposition 1.1.53: Here the family K_0 should also contain unions of all relatively compact sets from the base of topology, e.g. union of balls in Euclidean space. (Correction provided by Daniel Hug).
Theorem 1.4.25 was cited from Teran [834]. The author informed me that later that M.Dumav and M.Stinchcombe (Proc. Amer. Math. Soc., 2016) provided a counterexample. Still it is not clear what is a gap in the proof by Teran [834].
Theorem 3.1.31 was cited from Teran [841]. The author informed that this result holds only assuming that the dual space is separable.

Coordinating editor: Applied Probability Journals (from 2004).
Associate editor: Bernoulli (from 2013)
Associate editor: Stochastic Processes and Their Applications (from 2016)
In the past, Associate editor Journal of Statistical Computation and Simulation (1999-2014)
In the past, Associate Editor: Image Analysis and Stereology and Metrika,

Member: Bernoulli Socienty, Institute of Mathematical Statistics, Swiss Mathematical Society, London Mathematical Society
Fellow of the Royal Society of Edinburgh