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We make two assertions about a database with more than a handful of sectors, and contemporary world input-output databases aim at many dozens if not hundreds of sectors.
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Hicksian theory makes two assertions that are very much at odds with what conventional wisdom suggests: 1.
We want to make three key assertions from the observations of this study that would help us better understand the conditions for using questions in quality argumentations.
We are relentlessly attacked as being anti-religious because those making such a claim make two loud but completely baseless assertions.
Pincus claims that James's reign must be understood within a context of economic change and European politics, and makes two major assertions about James II.
To get the desired result, we need to make the following two assertions: (i) (uneqlambda Su) for (lambdain[0,1]) and (u inpartial_{K}Omega^{1}), and (ii) there exists a vector (win Ksetminus{0}) such that (u neq Su+lambda w) for all (lambda> 0) and all (u inpartial_{K}Omega^{2}). .
This dependence is evident from the two assertions made in the definition, viz., resulting in zero net reactive impedance, and, accompanied by a zero value appearing in the phase angle of the frequency response function.
Then we have the following two assertions.
The platitude holds that it is constitutive of the practice of making assertions that assertions aim at truth.
How to put those two assertions together?
The Mendoza line is based on just two assertions.
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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