Use of the convergence condition for triangularizing input-output matrices and the similarity of production structures among Nordic countries 1970, 1980 and 1985

Structural Change and Economic Dynamics

Volumn 8, Issue 1, 1997, Pages 115-128

  Östblom, Göran ^a  

^a Natl Institute of Economic Research   (Sweden)

Author keywords

Branch and bound; Convergence; Input Output; Production hierarchies; Triangularization

Indexed keywords

INPUT-OUTPUT ANALYSIS; METHODOLOGY; NATIONAL ECONOMY; PRODUCTION STRUCTURE; TRIANGULARISATION PROBLEM;

SCANDINAVIA;

EID: 0031428184     PISSN: 0954349X     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0954-349X(96)00062-8     Document Type: Article

References (9)

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4. Haltia, O., 1992. A triangularization algorithm without ringshift permutation. Economic Systems Research 3 (3), 223-234.
5. Howe, C.E., 1991. A more powerful method for triangularizing input-output matrices and the similarity of production structures: A comment. Econometrica 59 (2), 521-523.
6. Korte, B., Oberhofer, W., 1971. Triangularizing input-output matrices and the structure of production. European Economic Review 2 (4), 493-522.
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8. Simpson, D., Tsukui, J., 1965. The fundamental structure of input-output tables. The Review of Economics and Statistics 47, 434-446.
9. Song, B., 1977. The production structure of the Korean economy: International and historical comparisons. Econometrica 45, 147-162.