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The phrase "applying this function" is correct and usable in written English.
It can be used when discussing the implementation or execution of a specific function in programming, mathematics, or other contexts where functions are relevant.
Example: "In order to solve the equation, we will be applying this function to the given data set."
Alternatives: "utilizing this function" or "executing this function".
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Spatial classification based on the field soil bearing capacity values is used in applying this function.
Applying this function T r to a series of values replaces the high-pass components by zeros.
A simultaneous clustering parameter is defined as a function θ=Φ(P) of the true data generating distribution P, and an estimate is obtained by applying this function to the empirical distribution Pn.
Applying this function allows to study the contours of mass concentration of a probability distribution independently from the tail behavior of the distribution, and often leads to a numerical stabilization of the evaluation of probability integrals.
The natural phenomenon is decomposed into a number of elementary processes, with a particular composition that makes up the transition function of the CA. By applying this function to all the cells simultaneously, the evolution of the phenomenon can be simulated in terms of modification of the substates.
By including probabilistic ash dispersal simulations and applying this function to residential buildings in Auckland, New Zealand, and also accounting for non-structural damage and clean-up costs, loss functions were generated which presented expected loss against Average Recurrence Interval (ARI).
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Since then, many scholars have applied this function to image enhancement processing and have achieved good results.
We also apply this function N [ I, f ] to derive a finite form of Jensen type inequality with negative weights.
He applied this function to prove the integral means inequality in [19], that is for all f ∈ T, η > 0 and 0 < r < 1 ∫ 0 2 π | f ( r e i θ ) | η d θ ≤ ∫ 0 2 π | f 2 ( r e i θ ) | η d θ.
In detail, this means to find an additive factor (difference of base expression) and a multiplicative one (difference in dynamic range) and apply this function to one of the datasets.
We applied this function to the endometriosis data (Table VI).
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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