Normalizing biproportional methods

Annals of Regional Science

Volumn 36, Issue 1, 2002, Pages 139-144

  De Mesnard, Louis ^a  

^a UNIVERSITÉ DE BOURGOGNE   (France)

Author keywords

[No Author keywords available]

Indexed keywords

MATHEMATICAL ANALYSIS;

EID: 1642553032     PISSN: 05701864     EISSN: 14320592     Source Type: Journal    
DOI: 10.1007/s001680100070     Document Type: Article

References (11)

1. Bacharach M (1970) Biproportional matrices and input-output change. Cambridge University Press, Cambridge
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3. Leontief W (1986) Input-output economics. 2nd Ed. Oxford University Press, New-York and Oxford
4. Van der Linden J, Dietzenbacher E (1995) The nature of changes in the EU cost structure of production 1965-85: an RAS approach. In: Armstrong HW, Vickerman RW (eds) Convergence and divergence among European Regions. Pion Limited, London, pp 124-139
5. de Mesnard L (1990) Biproportional method for analysing interindustry dynamics: the case of France. Economic Systems Research 2(3):271-293
6. de Mesnard L (1994) Unicity of biproportion. SIAM Journal on Matrix Analysis and Applications 2(15):490-495
7. de Mesnard L (1997) A biproportional filter to compare technical and allocation coefficient variations. Journal of Regional Science 37(4):541-564
8. de Mesnard L (2000) Bicausative matrices to measure structural change: are they a good tool? The Annals of Regional Science 34(3):421-449
9. Paelinck J, Waelbroeck J (1963) Etude empirique sur l'évolution de coefficients «input-output». Essai d'application de la procédure «RAS» de Cambridge au tableau interindustriel belge. Economie Appliquée 6:82-111
10. Snower DJ (1990) New methods of updating input-output matrices. Economic Systems Research 2(1):27-37
11. Stone R, Brown JAC (1962) A long-term growth model for the British economy. In: Geary RC (ed) Europe's future in figures. North-Holland, Amsterdam