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It is also the main equation used in the compression of digital images and sound on the web.
The main equation used follows the equations 1, 2 and 3 above.
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The main equations used for calculations are listed in Table 2.
To take into account possible endogeneity (and resulting bias and inconsistency of previous coefficient estimates) we also estimate the main equation (1) using Generalised Methods of Moments (GMM).
The main equation that is used in solving problems in quantum theory is the Schroedinger equation.
Restricting ΔBG modeling to a simple first-degree equation using the six main variables resulted in simplified expression of ΔBG ΔBGG = 46 + 0.6 (CHO) + [46 (breakfast) or −12 (lunch)] − 2 (BMI) − 3.6 (C-peptide) + 12 (A1C) − 0.34 (preprandial BG or FBG for breakfast).
The null hypothesis that the instruments are orthogonal to the error process in the main equation is upheld using both the Sargan (χ 2(1) = 0.448) and Hansen (χ 2(1) = 0.194) tests.
The main difference is that the Rackett equation utilizes liquid density (ρL) while the Antoine equation uses vapor pressure (Pv).
The main differences between the logistic equation and the Monod model are that the logistic equation uses fewer parameters compared to the Monod model and that it does not require knowledge about limiting substrates.
The main approach is to change this inverse problem to a direct problem and then solve the resulting equation using the well known Adomian decomposition method.
The main aim of this paper is to determine analytical expressions for the discretization error in 2D BEM for the Laplace equation using CAE discretization.
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