Asymmetric Nash insurance bargaining between risk-averse parties

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      <subfield code="a"> Boonen, Tim J.</subfield>
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      <subfield code="c">Tim J. Boonen and Yichun Chi</subfield>
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      <subfield code="a">This paper analyzes asymmetric Nash bargaining in proportional insurance contracts between a risk-averse insured and a risk-averse insurer. It provides a necessary and sufficient condition under which the no-insurance status quo is Pareto optimal. When this condition fails, the authors derive the corresponding optimal bargaining solution. Under decreasing absolute risk aversion for both parties, and when the insurer's initial wealth decreases with the insurable risk in reversed hazard rate order, the optimal insurance coverage and premium increase with the insured's risk aversion and the insurer's bargaining power. Additionally, if the insured exhibits constant absolute risk aversion, higher insurer initial wealth leads to greater optimal coverage</subfield>
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