Abstract
Since the pioneering work of Wassilly Leontief, a remarkable amount of theoretical and empirical work has continuously supported Input-Output modelling. In particular, the peculiar structure of dynamic input-output (I-O) model have originated, in numerous fields ranging from mathematical economics to system theory, an abundance of contributes. This paper deals with the computational problem of managing regional growth within a dynamic multiregional input-output model. Starting from the basic matrices of technological capital and trade coefficients, the regional components associated to a given group of regions are appropriately recognised and separated. A numerical example, based on the Italian case, is also discussed.
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References
Berman A, Plemmons RJ (1979) Nonnegative matrices in the mathematical sciences. Academic Press, New York
Campisi D, La Bella A (1988) Transportation supply and economic growth in a multiregional system. Environ Plan A, 20:922–936
Campisi D, La Bella A (1990) Turnpike Stability and Transportation Policies. Reg Sci Rev 17:94–116
Campisi D, Nastasi A (1989) Estimating the capital matrix in the dynamic Leontief model: theoretical and empirical problems (in Italian). Ricerca Operativa 52:3–36
Campisi D, Nastasi A (1993) Capital usage and output growth in multiregional multisectoral models: an application to the Italian case. Reg Stud 27:13–27
Campisi D, La Bella A, Nastasi A, Schachter G (1991) The dynamic behaviour of multiregional multisectoral model: a biregional application to the Italian economy. Appl Math Model 15:525–533
Campisi D, Gastaldi M, La Bella A (1990) Technological Change and Policy in MRIO Models. Proceedings of the 14th IFIP Conference on System Modelling and Optimization, Leipzig (Sebastian HJ, Tammer K, eds). Lecture Notes in Control and Information Sciences, Springer, 716–724
Campisi D, Gastaldi M, La Bella A (1993) Optimal growth and planning in a multi-regional economy: a computer program and application to the Italian case. Comp Econ 6:51–73
Guccione A, Gillen GJ, Blair PD, Miller RE (1988) Inter-regional feedbacks in input-output models: the least upper bound. J Reg Sci 28:397–404
Meyer CD (1989) Uncoupling the Perron Eigenvector Problem. Lin Alg Appl 114/115:69–94
Sommer J, Hicks DA (1993) Rediscovering Urban America, Washington DC. US Department of Housing and Urban Development
Sonis M, Hewings GJD (1993) Interpreting spatial economic structure and spatial multipliers: three perspectives. Geogr Anal 26:124–151
Sonis M, Hewings GJD, Gazel R (1995) The structure of multi-regional trade flows: hierarchy, feedbacks and spatial linkages. Ann Reg Sci 29:409–430
Szyld DB (1985) Conditions for the existence of a balanced growth solution for the Leontief dynamic input-output model. Econometrica 53:1411–1419
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An earlier of this paper was presented at the Thirty-fourth Annual Meeting of Western Regional Science Association in San Diego and has benefitted from comments during the conference. The authors are grateful for suggestions rendered by the anonymous referees. They also wish to thank Prof. G. Hewings and P.R. Israilevich for their useful comments and suggestions.
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Campisi, D., Gastaldi, M. Decomposing growth in a multiregional I-O framework. Ann Reg Sci 30, 409–425 (1996). https://doi.org/10.1007/BF01581952
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DOI: https://doi.org/10.1007/BF01581952