This paper studies optimal risk redistribution between firms, such as banks or insurance companies. The introduction of the Basel II regulation and the Swiss Solvency Test has increased the use of risk measures to evaluate financial or insurance risk. We consider the case where firms use a distortion risk measure (also called dual utility) to evaluate risk. The paper first characterizes all Pareto optimal redistributions. Thereafter, it characterizes all competitive equilibria. It presents three conditions that are jointly sufficient for existence of a unique equilibrium redistribution. This equilibrium's redistribution and prices are provided in closed form via a representative agent
We study a screening game in a competitive insurance market, in which insurance customers differ wit...
This paper studies a Diamond-Dybvig model of providing insurance against unobservable liquidity shoc...
We study a two-agent pure exchange equilibrium subject to both nondiversifiable di#usive andjumprisk...
This paper studies optimal risk redistribution between firms, such as banks or insur-ance companies....
This paper studies optimal risk redistribution between firms, such as institutional investors, banks...
This Ph.D. thesis studies optimal risk capital allocation and optimal risk sharing. The first chapte...
In this paper we present an overview of the standard risk sharing model of insurance. We discuss and...
This paper analyzes optimal risk sharing among agents that are endowed with either expected utility ...
We study optimal risk sharing among n agents endowed with distortion risk measures. Our model includ...
This paper proposes a way to optimally regulate bargaining for risk redistributions. We discuss the ...
The optimal risk allocation problem, equivalently the optimal risk sharing problem, in a market with...
We consider risk sharing among individuals in a one-period setting under uncertainty, that will resu...
In this paper, we provide a definition of Pareto equilibrium in terms of risk measures, and present ...
Published: 22 SEP 2017This paper provides a complete characterization of equilibria in a game-theor...
This paper studies general health insurance markets. It proposes an ex post risk adjustment scheme t...
We study a screening game in a competitive insurance market, in which insurance customers differ wit...
This paper studies a Diamond-Dybvig model of providing insurance against unobservable liquidity shoc...
We study a two-agent pure exchange equilibrium subject to both nondiversifiable di#usive andjumprisk...
This paper studies optimal risk redistribution between firms, such as banks or insur-ance companies....
This paper studies optimal risk redistribution between firms, such as institutional investors, banks...
This Ph.D. thesis studies optimal risk capital allocation and optimal risk sharing. The first chapte...
In this paper we present an overview of the standard risk sharing model of insurance. We discuss and...
This paper analyzes optimal risk sharing among agents that are endowed with either expected utility ...
We study optimal risk sharing among n agents endowed with distortion risk measures. Our model includ...
This paper proposes a way to optimally regulate bargaining for risk redistributions. We discuss the ...
The optimal risk allocation problem, equivalently the optimal risk sharing problem, in a market with...
We consider risk sharing among individuals in a one-period setting under uncertainty, that will resu...
In this paper, we provide a definition of Pareto equilibrium in terms of risk measures, and present ...
Published: 22 SEP 2017This paper provides a complete characterization of equilibria in a game-theor...
This paper studies general health insurance markets. It proposes an ex post risk adjustment scheme t...
We study a screening game in a competitive insurance market, in which insurance customers differ wit...
This paper studies a Diamond-Dybvig model of providing insurance against unobservable liquidity shoc...
We study a two-agent pure exchange equilibrium subject to both nondiversifiable di#usive andjumprisk...