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Insurance Risk Study - Aon

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Contents<br />

3 | Foreword<br />

4 | Global <strong>Risk</strong> Parameters<br />

6 | Evaluating Solvency II Factors<br />

8 | U.S. <strong>Risk</strong> Parameters<br />

10 | Best of Times, Worst of Times<br />

12 | Correlation and the Pricing Cycle<br />

About the <strong>Study</strong><br />

Asset Portfolio <strong>Risk</strong><br />

Portfolio <strong>Risk</strong><br />

16 | Modeling Dependence<br />

17 | Size and Correlation<br />

18 | Macroeconomic Correlation<br />

19 | Managing Inflation <strong>Risk</strong><br />

21 | Global Market Review<br />

25 | Afterword: The Greatest <strong>Risk</strong><br />

Rating agencies, regulators and investors today are demanding that insurers provide detailed assessments of their risk tolerance<br />

and quantify the adequacy of their economic capital. To complete such assessments requires a credible baseline for underwriting<br />

volatility. The <strong>Insurance</strong> <strong>Risk</strong> <strong>Study</strong> provides our clients with an objective and data-driven set of underwriting volatility benchmarks<br />

by line of business and country as well as correlations by line and country. These benchmarks are a valuable resource to CROs,<br />

actuaries and other economic capital modeling professionals who seek reliable parameters for their models.<br />

Modern portfolio theory for assets teaches that increasing the number of stocks in a portfolio will diversify and reduce the<br />

portfolio’s risk, but will not eliminate risk completely; the systemic market risk remains. This is illustrated in the left chart below.<br />

In the same way, insurers can reduce underwriting volatility by increasing portfolio volume, but they cannot reduce their volatility<br />

to zero. A certain level of systemic insurance risk will always remain, due to factors such as the underwriting cycle, macroeconomic<br />

factors, legal changes and weather (right chart below). The <strong>Study</strong> calculates this systemic risk by line of business and country. The<br />

Naïve Model on the right chart shows the relationship between risk and volume using a Poisson assumption for claim count — a<br />

textbook actuarial approach. The <strong>Study</strong> clearly shows that this assumption does not fit with empirical data for any line of business<br />

in any country. It will underestimate underwriting risk if used in an ERM model.<br />

Portfolio <strong>Risk</strong><br />

<strong>Insurance</strong> Portfolio <strong>Risk</strong><br />

Systemic<br />

Market <strong>Risk</strong> Systemic<br />

<strong>Insurance</strong><br />

<strong>Risk</strong><br />

Number of Stocks<br />

<strong>Insurance</strong> <strong>Risk</strong><br />

Volume<br />

Naïve Model

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