Accuracy of Risk Measures For Black Swan Events

Detta är en Kandidat-uppsats från KTH/Matematisk statistik

Sammanfattning: This project aims to analyze the risk measures Value-at-Risk and Conditional-Value-at-Risk for three stock portfolios with the purpose of evaluating each method's accuracy in modelling Black Swan events. This is achieved by utilizing a parametric approach in the form of a modified (C)VaR with a Cornish-Fisher expansion, a historic approach with a time series spanning ten years and a Markov Monte Carlo simulation modeled with a Brownian motion. From this, it is revealed that the parametric approach at the 99\%-level generates the most favorable results for a 30-day-(C)VaR estimation for each portfolio, followed by the historic approach and, lastly, the Markov Monte Carlo simulation. As such, it is concluded that the parametric approach may serve as a method of evaluating a portfolio's exposure to Black Swan events.

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