报 告 人:Silvana Pesenti Associate Professor in Insurance Risk Management at the Department of Statistical Sciences at the University of Toronto
报告时间:2026年10月13日,晚上8:00-9:00
报告地点:览秀楼105学术报告厅 #腾讯会议:362-683-9628
We introduce a framework for preference-robust decision making when preferences over risk are modelled through generalised distortion risk measures. Unlike distributional robustness, our approach addresses ambiguity in the risk functional itself. We construct ambiguity sets on distortion (weight) functions using the Wasserstein distance and Bregman divergences, and derive closed-form expressions for the worst- and best-case distortion risk measures. We further extend the framework to rank-dependent utility, yielding preference-robust behavioural models. In particular, rank-dependent utility appears as a robustification of the expected utility model, yielding a novel way to address the Allais paradox.


