In this paper, we consider optimal insurance, portfolio allocation, and consumption rules for a stochastic wage earner with CRRA preferences whose lifetime is random. In a continuous time framework, the investor has to decide among short and long positions in mortality contingent claims a.k.a. life insurance, stocks, bonds, and money market investment when facing a risky stock market and interest rate risk. We find an analytical solution for the complete market case in which human capital is exactly priced. We also extend the analysis to the case where income is unspanned. An illustrative analysis shows when the wage earner’s demand for life insuranc
We introduce an extension to Merton's famous continuous time model of optimal consumption and invest...
We solve in closed form the problem of an agent who maximises his inter-temporal lifetime utility. T...
There is considerable uncertainty regarding the future development of life expectancy that leads to ...
In this paper, we consider optimal insurance, portfolio allocation, and consumption rules for a stoc...
In this paper we consider optimal insurance and consumption rules for a wage earner whose lifetime i...
We solve a portfolio choice problem that includes mortality-contingent claims and labor income under...
This research studies the optimal consumption, investment, and life insurance choices for a wage ear...
This paper considers a lifetime asset allocation problem with both idiosyncratic and systematic mort...
This paper derives the optimal consumption and portfolio choice pattern over the life-cycle for hous...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
We introduce an extension to Merton's famous continuous time model of optimal consumption and invest...
We solve in closed form the problem of an agent who maximises his inter-temporal lifetime utility. T...
There is considerable uncertainty regarding the future development of life expectancy that leads to ...
In this paper, we consider optimal insurance, portfolio allocation, and consumption rules for a stoc...
In this paper we consider optimal insurance and consumption rules for a wage earner whose lifetime i...
We solve a portfolio choice problem that includes mortality-contingent claims and labor income under...
This research studies the optimal consumption, investment, and life insurance choices for a wage ear...
This paper considers a lifetime asset allocation problem with both idiosyncratic and systematic mort...
This paper derives the optimal consumption and portfolio choice pattern over the life-cycle for hous...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
Market, portfolio and arbitrage. Short rate models. Survival models. Financial and mortality risk mo...
We introduce an extension to Merton's famous continuous time model of optimal consumption and invest...
We solve in closed form the problem of an agent who maximises his inter-temporal lifetime utility. T...
There is considerable uncertainty regarding the future development of life expectancy that leads to ...