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Finally, for the first term, (arg v), we choose the branch of "(arg,)" such that the term is a piecewise continuous function where the only discontinuities are at the critical points of the lemniscate (i.e., where (f' eta (theta ))=0)).
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At least for the first term.
For the first term, we have (E.4).
end{aligned} (3.8) Finally, we will estimate the first term (I_{1}) of (3.5).
The second term accounts for the fact that each item can be ordered up to F times, and finally, the third term accounts for the display orientation.
Finally, the fourth term is a noise term with amplitude σ which describes the autonomous random movement of DCL cells.
Finally, the second term on the right-hand side of (B.1) simplifies to (B4).
for the third term in (D.10).
The first term represents the temporal evolution, the second term accounts for the dispersive effect of the solitons, the coefficient of γ represents a Kerr law nonlinearity and, finally, δ represents the coefficient of the driven term.
The first term is inclusive.
Let's take the first term first.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com