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Right: Plot of the function θ − s.
The vertical current is shown as a contour plot of the function (J_u) in Eq. (16).
The equivalent current (right panels) is displayed as a contour plot of the function (Psi), described in Eq. (15).
A plot of the function f ~ ( q ) whose roots are the NEPs, using normalized parameters a = 50 and c = 0.5.
By comparing the obtained results to the density-velocity relation discussed in Section 2.3.2, we see that our data does not look like the plot of the function provided by Weidmann.
A three-dimensional plot of the function is provided in additional file 7. The proliferation metagene was derived as follows.
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Figure 4 Plots of the function (pmb{mathcal{G}}) with (pmb{alpha =0}) (left) and (pmb{alpha=1}) (right).
The numerical plots of the function N I ( N ) might indicate that there are only three possibilities: one stationary state, two stationary states and no stationary state.
Figure 2 Plot of the threshold function (g_{a,lambda}) for (a=1) and (lambda=0.25) Figure 3 Plot of the threshold function (g_{a,lambda}) for (a= 2) and (lambda=0.25) Figure 4 Plot of the threshold function (g_{a,lambda}) for (a= 3) and (lambda=0.25) Figure 5 Plot of the threshold function (g_{a,lambda}) for (a=5), and (lambda=0.25).
In the backward diffusion equation, the diffusion velocities with potential function φ1 and φ2 are Fig. 6 The plots of the potential function φ and the corresponding backward diffusion velocity Ψ. a The plot of the potential function.
Figure 2 Contour plot of the objective function.
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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