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We demonstrate our algorithms by computing the solution to a variety of surface motion problems.
With respect to the value of, this can be obtained by computing the solution for the following equation: (12).
The value of γ(Pout), can be obtained by computing the solution for the following equation: P out = Pr log 2 ( 1 + γ ) < R out = ∫ 0 γ R out f Υ dγ = F Υ ( γ R out ). (34).
For any initialization x 0 ∈ K, if x n ( n ≥ 0 ) is the current iterate and a positive real number r n is the current parameter, then x n + 1 is defined by computing the solution of the regularized problem F ( x n + 1, y ) + φ ( y ) − φ ( x n + 1 ) + 1 r n 〈 y − x n + 1, x n + 1 − x n 〉 ≥ 0, ∀ y ∈ K (5.9).
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The solution can be built by computing the local solution along a set of characteristic curves, and thereafter interpolating the travel time between the curves.
Temperature effect can further be evaluated by computing the regular solution parameter β for each mixture at α1 = 0.5 (β0.5) (Figure 8).
By computing the boundary layer solution only for boundary points where we are modeling measurements, we show that the cDA provides a superior approximation to the solution of the RTE requiring only a small amount of more work than solving the DA itself.
For the simulated data the Green's functions in (2) are obtained by computing the finite difference solution for each light source position and detector for the homogeneous background.
The sparsity constraint given by the ℓ 0-regularization norm is included in the solution by computing the hard thresholding operator after computing the weighted median estimate.
With this information, we construct the solution by computing the angle made by the equipotential curve with the horizontal axis at each point, using this angle to analyze the B field into its x and y components, and adding the contributions from the current sources to obtain the magnitude and direction of B at each point in the region of interest.
We do this by computing the degree strength of the solution following Konopliv et al. [ 1999].
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by computing the frequency
by computing the variance
by computing the phase
by computing the time
by computing the correlation
by computing the difference
by computing the proportion
by computing the distribution
by computing the fraction
by computing the number
by computing the slope
by computing the likelihood
by computing the product
by computing the intersection
by computing the probability
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com