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We propose a simple modification of this "internal fluid" method.
In this paper, we propose a simple modification of the Kakwani measure, where the ratio of the concentration index to the Gini index of income is used instead of the difference: MDK = C G. (2).
We therefore propose a simple modification of this distance function that is insensitive to repeats.
DOI: http://dx.doi.org/10.7554/eLife.06266.028 To explore the possible effects of drug addiction on tumour growth, we propose a simple modification of the fitness function.
Under the prism of this new vision of gene function, we propose a simple modification of the functional profiling methodologies in order to enhance the use of biologically relevant information as described in the functional modules.
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In this paper, we propose a simple modification to the Kakwani measure that maintains its advantages.
This paper proposes a simple modification of the variable reconstruction process within finite volume schemes to allow significantly improved resolution of low Mach number perturbations for use in mixed compressible/incompressible flows.
In order to increase the data hiding capacity, this work proposed a simple modification of the QIM watermarking algorithm.
Without knowing the rate of convergence of (1.2), Kim and Xu [16] in 2005, proposed a simpler modification of Mann's iteration method (1.1) for a nonexpansive mapping T in a uniformly smooth Banach space E, { x 0 ∈ C chosen arbitrarily, y n = α n x n + ( 1 − α n ) T x n, x n + 1 = β n u + ( 1 − β n ) y n, (1.6).
To overcome these limitations, in [7], the authors propose a simple modification in the algorithm: instead of transmitting (f_{j,t}(mathbf {x}_{k}): for: kin overline {S}_{n}^{j}), the node would only broadcast f j,t (x j ) (the prediction for the current node) to all its neighbours.
This theoretical approach allows to propose a simple modification that can be applied to any colocated scheme of Godunov type or not in order to define a large class of colocated schemes accurate at low Mach number on any mesh.
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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