Temporal leontief inverse

Macroeconomic Dynamics

Volumn 2, Issue 1, 1998, Pages 89-114

  Sonis, Michael ^b   Hewings, Geoffrey J D ^a  

^a UNIVERSITY OF ILLINOIS AT URBANA CHAMPAIGN   (United States)

^b NONE

Author keywords

Decomposition; Input output; Temporal Leontief inverse

Indexed keywords

EID: 0032385384     PISSN: 13651005     EISSN: None     Source Type: Journal    
DOI: 10.1017/s1365100598006051     Document Type: Article

References (19)

1. Carter, A.P. (1970) Structural Change in the American Economy. Cambridge, MA: Harvard University Press.
2. Defourny, J. & E. Thorbecke (1984) Structural path analysis and multiplier decomposition within a social accounting framework. Economic Journal 94, 111-136.
3. Gantmacher, F.G. (1966) The Theory of Matrices. New York: Chelsea Publishing Co.
4. Israilevich, P.R., G.J.D. Hewings, M. Sonis & G.R. Schindler (1997) Forecasting structural change with a regional econometric input-output model. Journal of Regional Science 37, 565-590.
5. Leontief, W.W. (1970) The dynamic inverse. In A.P. Carter & A. Brody (eds.), Contributions to Input-Output Analysis, pp. 17-46. Amsterdam: North Holland.
6. Miernyk, W.H., K.L. Shellhammer, R.L. Coccari, W.H. Wineman, C.J. Gallagher & D.M. Brown (1970) Simulating Economic Development. Lexington, MA: Lexington Books.
7. Miyazawa, K. (1966) Internal and external matrix multipliers in the input-output model. Hitotsubashi Journal of Economies 7, 38-55.
8. Miyazawa, K. (1976) Input-Output Analysis and the Structure of Income Distribution. Heidelberg: Springer-Verlag.
9. Schur, I. (1917) Uber Potenzreichen, die im Innern des Einheitskreises beschrankt sind. Journal fur die reine und angewandte Mathematik 147, 205-232.
10. Sherman, J. & W.J. Morrison (1950) Adjustment of an inverse matrix corresponding to a change in an element of a given matrix. Annals of Mathematical Statistics 21, 124-127.
11. Sherman, J. & W.J. Morrison (1949) Adjustment of an inverse matrix corresponding to changes in the elements of a given column or a given row of the original matrix. Annals of Mathematical Statistics 20, 621.
12. Sonis, M. & G.J.D. Hewings (1989) Errors and sensitivity input-output analysis: a new approach. In R.E. Miller, K.R. Polenske & A. Rose (eds.), Frontiers of Input-Output Analysis, pp. 232-244. New York: Oxford University Press.
13. Sonis, M. & G.J.D. Hewings (1993) Hierarchies of regional sub-structures and their multipliers within input-output systems: Miyazawa revisited. Hitotsubashi Journal of Economics 34, 33-44.
14. Sonis, M. & G.J.D. Hewings (1995) Matrix sensitivity, error analysis and internal/external multiregional multipliers. Hitotsubashi Journal of Economics 36, 61-70.
15. Sonis, M. & G.J.D. Hewings (1996) Structural path analysis for the multiregional input-output system. Discussion paper 96-T-5, University of Illinois at Urbana.
16. Takayama, A. (1994) Mathematical Economics, 2nd ed., Cambridge, MA: Cambridge University Press.
17. Tiebout, C.M. (1969) An empirical regional input-output projection model: The State of Washington, 1980. Review of Economies and Statistics 51, 334-340.
18. Xia, S. & L. Yang (1991) Dynamic input-output model. In K.R. Polenske & C. Xikang (eds.), Chinese Economic Planning and Input-Output Analysis, pp. 93-108. New York: Oxford University Press.
19. Yamada, H. & T. Ihara (1969) Input-output analysis of interregional repercussions. Papers and Proceedings of the Third Far East Conference of the Regional Science Association, Vol. 3, 56-69. Tokyo: Tokyo University Press.