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To convert this equation in terms of the predicted and actual powers, using substitution from Equations (23) and (16) we arrive at E = E min 2 T 2 Π ∫ − Π T Π T P P ̂ dω (26).
To convert this equation into one for starch content ρ S in mg g−1 FW, we use ρ S = (ΔS tot / n) ν, (ΔS tot / n) being the amount of starch in a single granule in mg and ν the number of starch granules g−1 FW.
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(1.9) is a class of most important auxiliary equations because many nonlinear evolution equations can be converted to this equation making use of the traveling wave reduction.
To do this, we convert the equations for each node to polar coordinates and assume that the phase, θ, of the two nodes is equal.
We convert Equation (7) to Equation (8), which takes the function Q as the sum of functions f of all nodes.
So, we will make great efforts to convert Equation 1.1 into an equivalent equation, which is easily solved using IRKM.
In this procedure, we use collocation method as a projection method to convert integral equation to the system of linear equations.
It is useful to convert equation (1.2) into the classical functional equation defined on upper-half plane.
Subsequently, the semigroup property ( E t * E s ) ( x ) = E t + s ( x ), x ∈ ℝ m, t, s > 0. of the heat kernel is very useful to convert Equation (1.3) into the classical functional equation defined on upper-half plane.
Mathematically, the use of explicit time delays converts the equations into delay differential equations which have effectively infinite dimensions and are well known to often exhibit oscillatory behaviour.
The following methods are used to convert an equation containing more than one trigonometric ration into an equation that contains only one: Dividing the whole equation by a trigonometric term.
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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