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We emphasize that agreement with experimental and theoretical data is not fortuitous, but it is attributed to proper parametrization and formulation of potential with non-central many body forces in terms of the screening of the effective Coulomb potential through modified ionic charge.
We emphasize that agreement with experimental and theoretical data is not fortuitous, but it is attributed to proper parameterization and formulation of potential with non-central many-body forces in terms of the screening of the effective Coulomb potential through modified ionic charge.
If there is proof-of-mechanism with weight loss, biomarkers can facilitate dose optimisation and the formulation of potential combination treatments.
Based on these key features, initial formulation of potential criteria was developed, with consideration of entry, sufficient, and exclusion criteria and more precise definition of domains and their categories.
The development was initiated by the formulation of potential stoma-related items in English on the basis of the results of a series of semi-structured interviews conducted by stoma care nurses with 169 stoma patients in France, Denmark, Spain and the United Kingdom.
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We present n-point Gauss Gegenbauer quadrature rules for weakly singular, strongly singular, and hypersingular integrals that arise in integral equation formulations of potential problems in domains with edges and corners.
We present Gauss Jacobi quadrature rules in terms of hypergeometric functions for the discretization of weakly singular, strongly singular, hypersingular, and nearly singular integrals that arise in integral equation formulations of potential problems for domains with sharp edges and corners.
The ability of an influenza vaccine to trigger an immune response against drifted viruses not in the vaccine formulation is of potential clinical benefit in very young children naive to influenza virus exposure.
All the mathematical aspects involved are based on convex analysis, which is employed aiming a consistent variational formulation of the potential and its conjugate one.
This paper, in line with the previous works (Javili and Steinmann, 2009, Javili and Steinmann, 2010), is concerned with the thermomechanically consistent theory and formulation of boundary potential energies and the study of their impact on the deformations of solids.
P T for SrX (X = O, S, Se, and Te) is consistent with the experimental and other reported values and is attributed to proper formulation of interatomic potential, which considers the various interactions explicitly the non-central many-body forces as charge transfer interactions and covalency effects, as well as use of materials parameter based on experimental data.
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