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Terms in the sequence were stated in a formula by the French-born mathematician Albert Girard in 1634: un + 2 = un + 1 + un, in which u represents the term and the subscript its rank in the sequence.
The triangle represents the term (Peak pressure − PEEP) × TV/2, due to cyclic tidal breath; the rectangle represents the term (PEEP × TV) due to the ventilation (volume change) starting from a pressure level higher than zero (PEEP).
ATWV represents the term weighted value (TWV) for the threshold set by the STD system (usually tuned on development data).
ATWV represents the term weighted value (TWV) for the threshold set by the QbE STD system (usually tuned on development data).
end{aligned} (7) Applying the Laplace inverse operator on both sides of (6) yields begin{aligned} u x,t) & = Theta x,t)- mathcal{L}^{-1} biggl[ biggl( frac{s+mu (1-s)}{s^{n+1}} biggr) mathcal{L} bigl[beta u (x,t ) + varphi u (x,t ) bigr] biggr], end{aligned} (8) where (Theta x,t)) represents the term arising from the source term.
In Equation 1, the load F consists of two parts: the first part, F σ (d), represents the term due to the axial tension of the two-dimensional (2-D) film, F σ d = σ 0 2 D πR β 1 / 2 r R equ 3 / 4 d R equ (2).
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The ATWV represents the term-weighted value (TWV) for the threshold set by the system (usually tuned on development data).
This in fact coincides with the two different ways in which logical relations have been conceived in the history of philosophy: the former represents the term-logical approach characteristic of Aristotle, while the latter represents the propositional approach characteristic of the Stoics and much recent philosophy.
Finally, the created network represents the terms as nodes which are linked based on a predefined kappa score level.
The purple nodes in the figure are the linking terms discovered only by our method; the yellow nodes represent the linking terms found only by SemRep Database; and the blue node represents the terms found by both methods.
If no post-coordinated expression can adequately represent the term, it is considered unencodeable.
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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