The c-minus-age strategy is a popular strategy for life-cycle investing. When applying the c-minus-age strategy, an investor first chooses an indirect preference parameter c and at age t will hold a percentage of c minus t in equity assets. In this article, we use a linear and a multiplicative mean-variance utility function to quantitatively analyse the term structure of the mean-variance tradeoffs implied by the c-minus-age strategy. We also provide an optimal procedure to determine c, based on the two direct preference parameters, elicited from an investor, of a multiplicative mean-variance utility function.
ASJC Scopus subject areas
- Economics and Econometrics