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Based on the two-dimensional differential constitutive relations of nonlocal elasticity in the plane-stress state, this work derived the governing equation of nanobeams by introducing certain simplifying assumptions.
Sluga writes that this work "derived from [Wundt's Völkerpsychologie], which was at best a doubtful undertaking but which, under the conditions of the time, served to lend recognition to all kinds of questionable speculations about the distinctive character of the German nation" (Sluga, 1993: 1993.
Thomas Aquinas is the first to have discovered that this work derived in fact from Proclus' Elements of Theology, of which he had obtained a Latin translation made by his Dominican confrere William of Moerbeke in 1268 (see Thomas Aquinas, Commentary on the Liber de causis, introduction).
The wild-type S. cerevisiae strain (EBY157A or WT genotype MAT α ura 3 52 MAL2-8 c SUC2 p426MET25) used in this work derived from the CEN.PK series of yeast strains and was obtained from P. Kotter (Institut für Mikrobiologie, Goethe-Universität Frankfurt, Frankfurt, Germany), as already described in [ 26].
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The viscosity matrix considered in this work derives from capillary pressures.
This work derives a dedicated two-dimensional finite element which is not found in commercial FEM software.
This work derives the modeling and detection theory required to predict the performance of an infrared focal plane array in detecting point source targets.
This work derives an interaction integral for the computation of mixed-mode stress intensity factors (SIFs) in three-dimensional (3D) nonhomogeneous materials with continuous or discontinuous properties.
To improve upon the method, this work derives an operator embedding that incorporates curvature information, making it valid in a neighborhood of the surface.
The utility of this work derives from enriching field measurement data in order to understand the behavior of this type of structure and to validate the previous wind tunnel testing works.
Part II of this work derives all incremental plasticity equations from the NLK approach in the spaces proposed in Part I, and discusses its advantages over the classical 6D formulation.
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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