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This article describes a characterization method to specifically determine the asymptotic behavior of kinetic and potential energies at higher frequencies with the driving point measures only.
In this paper [49], Jayme describes a characterization of clique-Helly graphs, leading to a polynomial time algorithm for recognizing them.
A subset D of C is called a sunny nonexpansive retract of C if there exists a sunny nonexpansive retraction from C onto D. The following result describes a characterization of sunny nonexpansive retractions on a smooth Banach space.
K is said to be a nonexpansive retract of C if there exists a nonexpansive retraction from C onto D. The following result, which was established in [39], describes a characterization of sunny nonexpansive retractions on a smooth Banach space.
D is said to be a nonexpansive retract of C if there exists a nonexpansive retraction from C onto D. The following result, which was established in [2 4], describes a characterization of sunny nonexpansive retractions on a smooth Banach space.
K is said to be a nonexpansive retract of C if there exists a nonexpansive retraction from C onto D. The following result, which was established in [37] and [38], describes a characterization of sunny nonexpansive retractions on a smooth Banach space.
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The following results describe a characterization of sunny nonexpansive retractions on a smooth Banach space.
In the present study, we describe a characterization based on complementary biochemical and biophysical techniques of multidomain regions of FXR human proteins.
This paper describes a detailed characterization of laminar flow-based fuel cell (LFFC) with air-breathing cathode for performance (fuel utilization and power density).
This paper describes a new characterization method to extract the mechanical properties of the thin film materials, which is simple, inexpensive and applicable to a wide range of materials including biocompatible ones described in this paper.
The second part describes a mathematical characterization of specular reflections within the EPI framework and proposes a novel technique for decomposing a static scene into its diffuse (Lambertian) and specular components.
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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