Harrison, W. Jill; Horridge, J. Mark; Pearson, K.R. - In: Computational Economics 15 (2000) 3, pp. 227-249
When a general equilibrium model is solved, there are often a large number of exogenous shocks. The change in each endogenous variable obviously depends on these different shocks. We point out a natural way of decomposing the changes (or percentage changes) in the endogenous variables as sums of...