I am using Economic Input-Output Life Cycle Assessment (EIO-LCA) model
I need to decompose this equation
W= P*F* L* Yc* Yg to generate 120 forms.
where W is a vector of total water withdrawal for each industrial sector
P is population
F is a square matrix with diagonal elements representing the water withdrawal per dollar of output for each sector ( water use intensity matrix [gallons/dollar] )
L is the total requirement matrix representing production structure (also called Leontief inverse matrix)
Yg is GDP per capita and Yc is consumption patterns
Is there any formula to help me generate the 120 forms comparing two different years?