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Fig. 4 Membership functions of output.
where ( {mu}_{D_k} ), ( {mu}_{A_k} ), ( {mu}_{B_k} ), and ( {mu}_{C_k} ) are the membership functions of output y and inputs x 1, x 2, and x 3 of the kth rule, respectively.
This technique is mathematically defined as follows (Monjezi and Rezaei 2011): {mu}_{B^k } Z =ma{x_kleft[ min left[{mu}_kleftk}left({I}_1right),{mu}_{A_2^k}left({I}_2right)right]right];kern1em k=1,2,dots, r (3)where ( {mu}_{B^k} ), ( {mu}_{A_1^k} ), and ( {mu}_{A_2^k} ) are the membership functions of output "Z" for rule "k", input "I 1", and "I 2", respectively.
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Figure 9 Membership function of output variable.
Total amount of pollution can be calculated as a function of output of industries.
The total variable cost (C 2 Q) considered as a cubic power function of output.
Performance characteristics have been investigated as a function of output mirror transmittance.
The thinner line in this figure draws firm's unit cost as a function of output quality.
The Y model is based on a simple production function, where quantity of production is expressed as a function of output prices, input prices, and other firm characteristics.
Figure 1 plots SOP of MS-GSC as given in (15) as a function of output threshold R s for different numbers of diversity branches M c.
In this study, an integrated model with the consideration of demand, cost, marketing and services given to customer is proposed, where total variable cost is a cubic power function of output.
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