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PERFECT COMPETITION IN MARKETS WITH ADVERSE SELECTION
by
Azevedo, Eduardo M.
, Gottlieb, Daniel
in
Adverse
/ Adverse selection
/ Average cost
/ Calibration
/ Consumer equilibrium
/ Consumers
/ contract theory
/ Equilibrium
/ Game theory
/ general equilibrium
/ Health insurance
/ Indirect effects
/ Insurance
/ Insurance coverage
/ Insurance policies
/ Insurance regulation
/ Internet
/ Market equilibrium
/ Markets
/ Moral hazard models
/ Nash equilibrium
/ Perfect competition
/ Prices
/ Pricing policies
/ Studies
2017
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PERFECT COMPETITION IN MARKETS WITH ADVERSE SELECTION
by
Azevedo, Eduardo M.
, Gottlieb, Daniel
in
Adverse
/ Adverse selection
/ Average cost
/ Calibration
/ Consumer equilibrium
/ Consumers
/ contract theory
/ Equilibrium
/ Game theory
/ general equilibrium
/ Health insurance
/ Indirect effects
/ Insurance
/ Insurance coverage
/ Insurance policies
/ Insurance regulation
/ Internet
/ Market equilibrium
/ Markets
/ Moral hazard models
/ Nash equilibrium
/ Perfect competition
/ Prices
/ Pricing policies
/ Studies
2017
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PERFECT COMPETITION IN MARKETS WITH ADVERSE SELECTION
by
Azevedo, Eduardo M.
, Gottlieb, Daniel
in
Adverse
/ Adverse selection
/ Average cost
/ Calibration
/ Consumer equilibrium
/ Consumers
/ contract theory
/ Equilibrium
/ Game theory
/ general equilibrium
/ Health insurance
/ Indirect effects
/ Insurance
/ Insurance coverage
/ Insurance policies
/ Insurance regulation
/ Internet
/ Market equilibrium
/ Markets
/ Moral hazard models
/ Nash equilibrium
/ Perfect competition
/ Prices
/ Pricing policies
/ Studies
2017
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Journal Article
PERFECT COMPETITION IN MARKETS WITH ADVERSE SELECTION
2017
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Overview
This paper proposes a perfectly competitive model of a market with adverse selection. Prices are determined by zero-profit conditions, and the set of traded contracts is determined by free entry. Crucially for applications, contract characteristics are endogenously determined, consumers may have multiple dimensions of private information, and an equilibrium always exists. Equilibrium corresponds to the limit of a differentiated products Bertrand game. We apply the model to establish theoretical results on the equilibrium effects of mandates. Mandates can increase efficiency but have unintended consequences. With adverse selection, an insurance mandate reduces the price of low-coverage policies, which necessarily has indirect effects such as increasing adverse selection on the intensive margin and causing some consumers to purchase less coverage.
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