From 83229a26bd12f37d01dd65dc801a05a6901ac2da Mon Sep 17 00:00:00 2001 From: jaccard <jaccard@pik-potsdam.de> Date: Wed, 20 Jan 2021 08:22:25 +0100 Subject: [PATCH] edit references --- analysis/paper/si_test.Rmd | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/analysis/paper/si_test.Rmd b/analysis/paper/si_test.Rmd index 2c1a302..a2d0b1c 100644 --- a/analysis/paper/si_test.Rmd +++ b/analysis/paper/si_test.Rmd @@ -61,7 +61,7 @@ We discuss each of these in turn, including additional data inputs needed to com ## EXIOBASE -We use standard input-output calculations to calculate total intensity vectors in EXIOBASE. EXIOBASE publishes the A matrix, the final demand matrix, the satellite extensions matrix, and satellite extensions direct from final demand matrix. We use the industry by industry (ixi) EXIOBASE data tables from EXIOBASE version3. This means 163 industry production sectors and 6 final demand categories for 49 regions worldwide (44 countries and 5 rest-of-world regions), from 1995 - 2016. All monetary units are in million current Euros. Stadler et al. (2018) @stadler_exiobase_2018 describe the EXIOBASE version3 compilation procedure in detail, including nine supporting information documents with further detailed information on the compilation of the monetary tables (S1), energy (S2), emissions (S3), and others. +We use standard input-output calculations to calculate total intensity vectors in EXIOBASE [@miller_input-output_1985]. EXIOBASE publishes the A matrix, the final demand matrix, the satellite extensions matrix, and satellite extensions direct from final demand matrix. We use the industry by industry (ixi) EXIOBASE data tables from EXIOBASE version3. This means 163 industry production sectors and 6 final demand categories for 49 regions worldwide (44 countries and 5 rest-of-world regions), from 1995 - 2016. All monetary units are in million current Euros. Stadler et al. (2018) @stadler_exiobase_2018 describe the EXIOBASE version3 compilation procedure in detail, including nine supporting information documents with further detailed information on the compilation of the monetary tables (S1), energy (S2), emissions (S3), and others. For each year, we first load the A matrix and calculate the Leontief inverse (the inverse of the A matrix). We load the final demand matrix and calculate total output ($x$) by pre-multiplying the Leontief inverse ($L$) by the row sums of the final demand matrix ($Y$): -- GitLab