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The extinction coefficient can be obtained from the relation where k = αλ/ 4π.
Furthermore, for functions satisfying, we have the relation, where stands for the well-known trace operator.
end{aligned} end{aligned} (5.45 If (L = infty ), respectively (M= infty ), then we omit the relation where it appears as exponent.
end{aligned}If (N = infty ), i.e. (qnotin mathbb {G}_{infty }), respectively (L = infty ), (M= infty ), then we omit the relation where it appears as exponent.
The element is a solution of the variational inequality (1.1) if and only if satisfies the relation where is a constant.
end{aligned} end{aligned} (5.44 If (N = infty ), i.e. (qnotin mathbb {G}_{infty }), respectively (L = infty ), (M= infty ), then we omit the relation where it appears as exponent.
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The spaces between the staff lines are located according to the following relation:, where stands for the location of the th space, represents the position of the th line and is the separation between consecutive staff lines.
Optimal disparity d o is solved by finding the maximum of the quadratic function which we use the following relation, where ρ(d) is the similarity value at disparity d. d o = d + ρ d - - ρ d + 2 ρ d - - 4 ρ d + 2 ρ d + (9).
The theoretical axial resolution ROCT for these OCT imaging systems is given by the following relation: where l c represents the coherence length, λ 0 is the source center wavelength and Δ λ is the source bandwidth.
The rationale behind this control formula is that in the space of average and Peak White measurements, the current state is represented as a point, of which the involved parameters have the mutual relation, where.
Over the past century, researchers have thoroughly investigated the relationship between the velocity of muscle shortening and the load applied to the muscle (force velocity relation), where the velocity of shortening decreases with the progressive increase in load.
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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