THE RELATIONSHIP BETWEEN THE ANALYTIC HIERARCHY PROCESS AND THE ADDITIVE VALUE FUNCTION*

The relationship between the analytical hierarchy process (AHP), a multiple-criteria decision method based on the properties of the eigenvalues of positive reciprocal matrices, and the additive value function is studied. The AHP is compared with the standard method of building an additive value function. The advantages and disadvantages of each method are discussed and a new method that uses elements of both is proposed. The proposed method relies on the AHP for building the unidimensional value functions and incorporates the systematic use of pairwise comparisons into the standard method of estimating the weights of the additive value function. Subject Area: Decision Processes.     

WHAT MEASURE OF INFLATION SHOULD A CENTRAL BANK TARGET?

This paper assumes that a central bank commits itself to maintaining an inflation target and then asks what measure of the inflation rate the central bank should use if it wants to maximize economic stability. The paper first formalizes this problem and examines its microeconomic foundations. It then shows how the weight of a sector in the stability price index depends on the sector's characteristics, including size, cyclical sensitivity, sluggishness of price adjustment, and magnitude of sectoral shocks. When a numerical illustration of the problem is calibrated to U.S. data, one tentative conclusion is that a central bank that wants to achieve maximum stability of economic activity should use a price index that gives substantial weight to the level of nominal wages. (JEL: E42, E52, E58)