Some issues raised by Thumann in response to an earlier article by Hewings are addressed in the context of discovering efficient ways of exchanging input–output coefficients. Several extensions to the RAS procedure are reviewed; in particular, attention is focused on the issue of fixing certain coefficients prior to the application of biproportional adjustment algorithms. An appendix contains a discussion of measures which minimize the distance between two matrices.
Get full access to this article
View all access options for this article.
References
1.
BacharachM, 1970Biproportional Matrices and Input–Output Change (Cambridge University Press, London)
2.
BarkerT S, 1975“An analysis of the updated 1963 input–output transactions tables” in Estimating and Projecting Input–Output Coefficients Eds AllenR I GGosslingW F, (Input–Output Publishing Co., London) pp 57–67
3.
BeyersW B, 1978“Estimating constraint values for the bi-proportional method of constructing regional input–output tables” mimeographed paper, University of Washington, Seattle
4.
BullardC WSebaldA R, 1977“Effects of parametric uncertainty and technological change on input–output models”Review of Economics and Statistics5975–81
5.
CarterA P, 1957“Capital coefficients as economic parameters: The problem of instability” in Problems of Capital Formation (National Bureau of Economic Research, Princeton, NJ) pp 287–310
6.
ConwayR S, 1977“The stability of regional input–output multipliers”Environment and Planning A9197–214
7.
CzamanskiSMaliziaE, 1969“Applicability and limitations in the use of national input–output tables for regional studies”Papers of the Regional Science Association27137–150
8.
DavisH CLoftingE MSathayeJ A, 1977“A comparison of alternative methods of updating input–output coefficients”Technological Forecasting and Social Change1079–87
9.
GerkingS D, 1976“Reconciling ‘rows only’ and ‘columns only’ coefficients in an input–output table”International Regional Science Review130–46
10.
HewingsG J D, 1977“Evaluating the possibilities for exchanging regional input–output coefficients”Environment and Planning A9927–944
11.
JensenR C, 1979“The concept of accuracy in regional input–output tables” mimeographed paper (apply to author, Department of Economics, University of Queensland, St Lucia, Queensland 4067, Australia)
12.
JensenR CMcGaurrD, 1976“Reconciliation of purchases and sales estimates in an input–output table”Urban Studies1359–65
13.
JensenR CMcGaurrD, 1977“Reconciliation techniques in input–output: Some comparisons and implications”Urban Studies14327–337
14.
KadasS AKlafskyE, 1976“Estimation of the parameters in the gravity model for trip distribution”Regional Science and Urban Economics6439–457
15.
LecomberR, 1975“A critique of methods of adjusting, updating and projecting matrices” in Estimating and Projecting Input–Output Coefficients Eds AllenR I GGosslingW F, (Input–Output Publishing Co., London) pp 1–25
16.
MatuszewskiT IPittsP RSawyerJ A, 1964“Linear programming estimates of changes in input coefficients”Canadian Journal of Economics and Political Science30203–210
17.
MiernykW H, 1976“Comments on recent developments in regional input–output analysis”International Regional Science Review147–55
18.
RomanoffE, 1967“A method for estimating technological coefficients in accordance with their rank” Technical Paper 4 (Regional Science Research Institute, Cambridge, Mass)
19.
RoundJ I, 1979“Compensating feedback effects in interregional input–output models”Journal of Regional Science19145–155
20.
StevensB HTrainerG A, 1979“The generation of error in regional input–output impact models” WP-A1–76, Regional Science Research Institute, Cambridge, Mass
21.
StoneR A, 1963A Programme for Growth, Part III: Input–Output Relationships 1954–1966 (Chapman and Hall, London)
22.
ThumannR G, 1978“A comment on ‘Evaluating the possibilities for exchanging regional input–output coefficients’”Environment and Planning A10321–325