2012
DOI: 10.1186/2193-2409-1-6
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Constructing enterprise input-output tables - a case study of New Zealand dairy products

Abstract: We describe an efficient method for estimating enterprise input-output tables for cases when only information on marginal totals is available. In order to estimate the production structure of enterprises, we utilize engineering knowledge to construct a qualitative prior containing 1 wherever an output may require an input, and 0 otherwise. This qualitative prior is then scaled by the total enterprise turnover, and subsequently reconciled using the RAS method in order to meet accounting rules. We demonstrate th… Show more

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Cited by 11 publications
(7 citation statements)
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“…There is plenty of literature on RAS and other RAS-based variations (e.g. Junius and Oosterhaven, 2003 (GRAS); Lenzen et al, 2007 (KRAS); Huang et al, 2008 (IGRAS); Lenzen and Lundie, 2012;and Temurshoev, Miller and Bouwmeester, 2013) but they all balance matrices with the same number of rows and columns. Note, instead, that the number of rows and columns of the original (A) and target (E) matrices in the RACE conversion method are not necessarily the same.…”
Section: Race: a New Approachmentioning
confidence: 99%
“…There is plenty of literature on RAS and other RAS-based variations (e.g. Junius and Oosterhaven, 2003 (GRAS); Lenzen et al, 2007 (KRAS); Huang et al, 2008 (IGRAS); Lenzen and Lundie, 2012;and Temurshoev, Miller and Bouwmeester, 2013) but they all balance matrices with the same number of rows and columns. Note, instead, that the number of rows and columns of the original (A) and target (E) matrices in the RACE conversion method are not necessarily the same.…”
Section: Race: a New Approachmentioning
confidence: 99%
“…How can a seed matrix that is both informative and feasible be obtained in an applied context? Work on the construction of semi-survey enterprise input-output tables by Lenzen and Lundie (2012) suggests that, in the absence of more precise prior information, a fairly sparse non-negative matrix can still be recovered to a reasonable degree of accuracy by initializing RAS with a binary matrix that identifies which elements of the estimated are believed to be nonzero. In our context, a correctly specified binary seed in the spirit of Lenzen and Lundie (2012) would be given by an m 1 × m 2 matrix, D b , whose generic element d b ij is one if source industry i and target industry j have at least one fundamental product in common, and zero otherwise.…”
Section: Seed Matrix Specificationmentioning
confidence: 99%
“…Secondly, we contrast the performance of count-seed RAS with that of binary-seed RAS. In this way, we aim to evaluate to what extent, if at all, reclassification accuracy is improved by adopting the seed matrix specification D put forward in this paper instead of a binary prior in the spirit of Lenzen and Lundie (2012), such as D b .…”
Section: Validationmentioning
confidence: 99%
See 1 more Smart Citation
“…regional planning [179]; analysis of a specific sector [179], [180]; and study of enterprise's economy [181][182][183]). Some extensions and combination of IO models with other methods have been developed in order to extend their application to different topics and allowed modelling complex systems regarding economic and physical relations [184][185][186].…”
Section: Input-output Multi-objective Models To Assess Economic-energmentioning
confidence: 99%