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Here Z is the input co-efficient matrix, XT is the transpose of output vector X, VT is transpose of value added matrix V, VTc is the product of VT and X^−1.
For the other block matrices in which a country notation such as R, S, or T are involved, we consider the value added induced by these block matrices to come through the international segment of GVCs.
If the notation in the block matrix involves only domestic regions, we consider the value added induced by this block matrix to be achieved by the domestic segment of GVCs.
V is a matrix denoting the value added, and E is a vector denoting international exports.
({mathbf{W}}) denotes waste generation, and ({mathbf{V}}) is a matrix denoting the value added.
Thus the off-diagonal elements of the last matrix of Eq. 3 represent value-added exports and the diagonal ones represent domestically consumed value added.
In this matrix for all p ≠ can the total value added generated directly or indirectly as industries/countries that export intermediate inputs, is accounted for.
Where, x is total output vector [xi ] 23x1, B is allocation co-efficient matrix [bi,j ] 23x23 and v is total value added vector [vj ] 23x1.
In the non-energy industry sectors, value added is distributed to the capital and labor similar to the conventional IO matrix.
Value added tax 18.
Trade in value added.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com