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In the first equation, (pi _{ic}) signifies a hedonic shadow price of attribute c acquired by utilizing inhabitant i's available time and his/her functionings.
The proposed susceptibility mapping method utilized two complementary equations: (1) the Fourier relationship of phase and magnetic susceptibility; and (2) the first-order partial derivative of the first equation in the spatial frequency domain.
end{aligned}Utilizing the first equation in Eq. (16), (u'lambda (t) Y=c(t) u^r).
Now, the first equation implies.
Check it in the first equation.
The - y on the first equation needs to cancel with the + 2y in the second equation.
In the first equation, let x be 0. Replace x with 0, and solve the equation.
Let y be 0. In the first equation, let y be 0 and solve the equation.
In the proposed method, the first two equations of equilibrium are utilized to compute the transverse shear stress variation through the thickness of a laminated plate whereas the third equation of equilibrium gives the normal stress variation.
The second equation implies.
In this model we utilized the Gammaitoni-Nucci equation [ 15] below (equation 1), to predict probability of susceptible individuals becoming infected.
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CEO of Professional Science Editing for Scientists @ prosciediting.com