1999•RePEc: Research Papers in EconomicsRequires access

Optimal portfolio under insurance constraints on the horizon wealth

Jean‐Luc Prigent

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Abstract

This paper examines the optimality of portfolio under insurance constraints on the horizon wealth. A one period model is considered. Portfolio insurers are modelled as expected utility maximizing agents. The optimal portfolio is determined for quite general utility functions, stock prices and insurance constraints. infinite-dimensional optimization

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This paper examines the optimality of portfolio under insurance constraints on the horizon wealth. A one period model is considered. Portfolio insurers are modelled as expected utility maximizing agents. The optimal portfolio is determined for quite general utility functions, stock prices and insurance constraints. infinite-dimensional optimization

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Available abstract

This paper examines the optimality of portfolio under insurance constraints on the horizon wealth. A one period model is considered. Portfolio insurers are modelled as expected utility maximizing agents. The optimal portfolio is determined for quite general utility functions, stock prices and insurance constraints. infinite-dimensional optimization

Key concepts: Portfolio insurance, Portfolio, Portfolio optimization, Replicating portfolio, Economics, Post-modern portfolio theory, Expected utility hypothesis, Merton's portfolio problem

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