Advances in Input-Output Analysis: Technology, Planning, and Development

By William Peterson | Go to book overview
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driven model analogous to Stone's partitioned demand-driven model, discussed previously, can partially alleviate this concern. This formulation, developed by Davis and Salkin ( 1984), involves the use of allocation coefficients throughout while allowing the final demands for unconstrained sectors to be fixed (see Cronin [ 1984] for a classification and test of hybrid models, and Mizrahi [ 1989] for a theoretical and empirical examination of them). Our conclusions apply to such modified versions of the allocation model as well.

REFERENCES

Allison, T. 1989. "The stability of input structures in a supply-driven input-output model: A regional analysis." M.S. thesis, Department of Mineral Resource Economics, West Virginia University, Morgantown.

Augustinovics, M. 1970. "Methods of international and intertemporal comparison of structure." In A. P. Carter and A. Brody (Eds.), Contribution to Input-Output Analysis. Amsterdam: North-Holland.

Bon, R. 1984. "Comparative stability analysis of multiregional input-output models." Quarterly Journal of Economics 99: 791-815.

Bon, R. 1986. "Comparative stability analysis of demand-side and supply-side input-output models." International Journal of Forecasting 2: 231-235.

Bon, R. 1988. "Supply-side regional input-output models." Journal of Regional Science 28:41- 50.

Bulmer-Thomas, V. 1982. Input-Output Analysis in Developing Countries. New York: Wiley.

Chen, C. Y. 1984. "The potential impact of optimal adjustment associated with an aluminum supply restriction." Ph.D. diss., Department of Mineral Resource Economics, West Virginia University, Morgantown.

Chen, C. Y. 1986. "The optimal adjustment of mineral supply disruptions." Journal of Policy Modeling 8: 199-221.

Chen, C. Y., and A. Rose. 1986. "The joint stability of input-output production and allocation coefficients." Modeling and Simulation 17: 251-255.

Cronin, F. J. 1984. "Analytical assumptions and causal ordering in interindustry modeling." Southern Economic Journal 50: 521-529.

Davis, H. C., and E. L. Salkin. 1984. "Alternative approaches to the estimation of economic impacts resulting from supply constraints." Annals of Regional Science 18: 25-34.

Deman, S. 1986. "Notes and comments: Production and allocation consistency of input-output coefficients." Mimeo, Department of Economics, University of Pittsburgh.

Deman, S. 1988. "Stability of supply coefficients and consistency of supply-driven and demand- driven input-output models." Environment and Planning A 20: 811-816.

Ghosh, A. 1958. "Input-output approach to an allocative system." Economica 25: 58-64.

Giarratani, F. 1976. "Application of an interindustry supply model to energy issues." Environment and Planning A 8: 447-454.

Giarratani, F. 1980. "The scientific basis for explanation in regional analysis." Papers of the Regional Science Association 45: 185-196.

Giarratani, F. 1981. "A supply-constrained interindustry model: Forecasting performance and an evaluation." In W. Buhr and P. Friedrich (Eds.), Regional Development Under Stagnation. Baden-Baden: Nomos Veriagsgeselishaft.

Gruver, G. 1989. "A comment on the plausibility of supply-driven input-output models." Journal of Regional Science 29: 441-450.

Hirschman, A. O. 1958. The Strategy of Economic Development. New Haven, Conn.: Yale University Press.

Jackson. R., and G. West. 1989. "Perspectives on probabilistic input-output analysis." in R. Miller , K. Polenske, and A. Rose (Eds.), Frontiers of Input-Output Analysis. New York: Oxford University Press.

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