The Solution of Updating or Regionalizing a Matrix with both Positive and Negative Entries

By T. Junius, Jan Oosterhaven. 2003

196 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/e2ccf6bbe11abe7a0521c4a680ce53607262c749

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In Applied Mathematics

Citations in the corpus

MATRIX BALANCING UNDER CONFLICTING INFORMATION (2009, methodology): “Junius and Oosterhaven (2003) derive a generalised RAS (“GRAS”) algorithm that can balance negative elements, by splitting the matrix A into positive and negative parts P and N, and balancing A¼P –”
To RAS or not to RAS? What is the difference in outcomes in multi-regional input–output models? (2016, methodology): “…is a large body of literature on matrix balancing techniques, such as the methods proposed and applied in Allen (1974), Allen and Lecomber (1975), Junius and Oosterhaven (2003), Lahr and de Mesnard (2004) and more recent approaches, e.g. those used by the WIOD consortium (Temurshoev et al.,…”
Regional determinants of China’s consumption-based emissions in the economic transition (2020, methodology): “…self-demand and demand from other provinces for each sector in 2015, which we further estimate a provincial SRIO table based on the estimated detailed supply and demand data, and generalised RAS model (Biproportional Techniques for matrix balancing) (Junius and Oosterhaven 2003, Lenzen et al 2007).”
Some Comments on the GRAS Method (2007, background): “Problems in GRAS We believe there are some problems in Junius and Oosterhaven’s (2003) approach.”
Alternative Input-Output Matrix Updating Formulations (2004, background): “One of these is shown to generate less information gain than does a generalized RAS method that Junius & Oosterhaven (2003) formulated to deal with matrices with both positive and negative values.”
Global Sustainability Accounting—Developing EXIOBASE for Multi-Regional Footprint Analysis (2014, methodology): “The final trade linking to the disaggregated SUT is performed using the trade-linking procedure developed in the EXIOPOL project [15,73] This trade-linking procedure uses the generalized RAS algorithm (GRAS) developed by [74,75] to balance imports (implicit exports) and the export.”