Let i denote the non-energy industry sector i.
Similar to the conventional input output tables, X ij, a ij, Q i, m i, I i and C i denote intermediate input from sector i to sector j, input-out coefficient from industry sector i to sector j, total output of sector i, net import trade of sector i, and investment from sector i, respectively.
B i ⋅ Average forward multiplier of sector i. B i ⋅ N Normalized forward multiplier of sector i. B i ⋅ σ Forward multiplier of sector i, weighted by its share of overall factor income.
Let x i denote the total output of sector i and y i the total final demand for the output of sector i.
Instead, deliveries from sector i to sector j have a different price than deliveries from sector i to sector k or to the final demand categories.
This quantity of water required by sector j to produce the output used by sector i as input is called the indirect water use of sector i.
This quantity of water is called, in this work, the direct water use of sector i.
where wq i represents the weight of sector i in the total output of economy.
B i ⋅ q Forward multiplier of sector i, weighted by employment or labor income.
For sector, (i, j in left{ {1,2, ldots,ns} right},).
However, to produce the inputs used by sector i, sector j also uses water.
