2.2 Equilibrium risk-free rate of interest


2.2 Equilibrium risk-free rate of interest

We need to determine the equilibrium values of a , r and ² . The solution to an individual's planning problem consists of an optimal physical investment policy a *, optimal consumption plan C * and the associated indirect utility function J *. By writing the portfolio allocation (physical investment) part as a quadratic programming problem, CIR [ 17 ] determine the equilibrium interest rate to be of the form:




Interest Rate Modelling
Interest Rate Modelling (Finance and Capital Markets Series)
ISBN: 1403934703
EAN: 2147483647
Year: 2004
Pages: 132

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