Sentence examples for requirements matrices from inspiring English sources
Using the coordination requirements matrices described above, we computed a number of measures to understand the needed scalability of collaborative tools.
In input-output economics parlance, A is called a direct requirements matrix.
where L=( I − A ) −1=[l ij ] is an n×n matrix known as the Leontief inverse or the total requirements matrix.
On the organization side, all operations and enterprise groups should cooperate to identify their data needs to create a data requirements matrix.
The resulting coordination requirements matrix is a People X People matrix where each cell outside the diagonal indicates the need for coordination of the person i with the person j.
This is because (I − T −1 = ρ = [ρ ij ] is the (n times n) total requirements matrix of water use which is analogous with the Leontief inverse matrix in the traditional model.
where p ′ is a row vector of prices of produced commodities by each sector and v ′ denotes a row vector of primary inputs per one monetary unit of price; I is the identity matrix; ( I − A ) − 1 is the Leontief inverse L or total requirements matrix.
Thus, the CFM generalizes the one-region total factor requirements matrix in that it is the result of a scenario analysis rather than the compilation of accounting data, it is multiregional in scope, it distinguishes resources from built capital and scarcity rents from other resource costs, and it incorporates the interregional transport of imports.
Domestic direct requirement matrices for the 2009 national input output tables of China, Japan, and the U.S. were used for inter-regional comparison.
Let (I - A −1 be (n x n) direct plus indirect intermediate input requirement matrix or Leontief Inverse, where n is the number of commodities.
Post multiplying the direct and indirect requirement matrix (I - A −1, to the F matrix yields matrix B below, mathrm{B}=kern0.75em mathrm{F} {left(mathrm{I} hbox mathrm{A}right)}^{hbox 1} (1}).
