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Therefore, setting Equation 6 to equality, substituting it into Equation 7 and simplifying the relay's revenue maximization problem in Equation 7 as max q V ( θ, q - C ( q - G ( q . (8).
Substituting (3) to (15) in (16) and setting Equation (16)'s derivation to zero with respect to a H ∂ E. ∂ a H = 0 Open image in new window, the value for which the optimum heat exchanger area was detected for the assembly of the absorber-generator and which corresponds to such area is as below: a o, H = I H α β.
Mathis et al. resolve this ambiguity by a hard constraint (which is reminiscent of our Winner-Take-All model) by setting (Equation 3.24 and the text below it): λi+1 = D/(Ji 1/2 = (D/Mi C1) λi (2) Here D is a "safety factor" that depends on noise and the tuning curve shapes.
By setting Equation (21) to zero, the mean wMP of the Laplace approximation is represented by wMP = A-1Φ T (t-y).
In a front propagation setting, equation (1) is often formulated as V ∥ ∇ T ∥ = 1, where the scalar V is the speed at which the front is moving in the direction normal to the front.
In this setting, Equation B10 reduces to (B11) ρ * = ρ + (1 − ρ ) F 2 − F. The values of Equation B11 for our simulated data sets are indicated by dashed lines in Figure 8.
Similar(51)
The equation is the level set equation.
In the context of level set methods, the level set equation is modified by embedding a source term.
Algorithms regarding distance fields go back to the level set equation.
Equation 10 did not show the narrowest limits for any data set, equation 24 was joint equal for NU-AGE only, and equation 26 was narrowest for Pfortmueller.
As we set equation 1 equals to zero the resulting equation 2 describe the steady state value of total amount of αCaMKII.
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