activity
20102026
most citedA/B/n Testing with Control in the Presence of Subpopulations

4 citations · 8 across the 7 of their papers we have counts for

collaborators

7 papers

stat.ME2026

Detecting and Mitigating Group Bias in Heterogeneous Treatment Effects

Joel Persson, Jurriën Bakker, Dennis Bohle +2

Heterogeneous treatment effects (HTEs) are increasingly estimated using machine learning models that produce highly personalized predictions of treatment effects. In practice, howe…

stat.ML2021★ 4 cited

A/B/n Testing with Control in the Presence of Subpopulations

Yoan Russac, Christina Katsimerou, Dennis Bohle +3

Motivated by A/B/n testing applications, we consider a finite set of distributions (called \emph{arms}), one of which is treated as a \emph{control}. We assume that the population…

math.PR2020

A fundamental problem of hypothesis testing with finite inventory in e-commerce

Dennis Bohle, Alexander Marynych, Matthias Meiners

In this paper, we draw attention to a problem that is often overlooked or ignored by companies practicing hypothesis testing (A/B testing) in online environments. We show that cond…

math.KT2016

Inductive limits of finite dimensional hermitian symmetric spaces and K-theory

Dennis Bohle, Wend Werner

K-Theory for hermitian symmetric spaces of non-compact type, as developed recently by the authors, allows to put Cartan's classification into a homological perspective. We apply th…

math.KT2012★ 1 cited

K-theory of hermitian symmetric spaces and root lattices

Dennis Bohle, Wend Werner

This is a companion to a recent investigation of K-theoretical invariants for symmetric spaces. We introduce a new class of cycles in K-groups, which are connected to elements of a…

math.OA2011★ 1 cited

A K-theoretic approach to the classification of symmetric spaces

Dennis Bohle, Wend Werner

We show that the classification of the symmetric spaces can be achieved by K-theoretical methods. We focus on Hermitian symmetric spaces of non-compact type, and define K-theory fo…

math.OA2010★ 2 cited

The universal enveloping TRO of a JB*-triple system

Dennis Bohle, Wend Werner

We associate to every JB*-triple system a so-called universal enveloping TRO and show some functorial properties of this correspondence. We compute the universal enveloping TROs of…