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Given a complete 3D reconstruction of a grape cluster, we can derive on the one hand well known phenotypic traits of grape clusters.
We consider boundary value problems for the Poisson equation on polygonal domains with general nonhomogeneous mixed boundary conditions and derive, on the one hand, explicit extraction formulas for the coefficients of the singularities.
We suspected that these differences may derive on the one hand from the specificity of mGluR ligands used and on the other hand from the duration of observations in in vitro studies compared to in vivo studies.
We will thus be able to derive, on the basis of market price data on a number of financial institutions, the network model that best describes their interrelationships and, therefore, explains how systemic risk is transmitted among them.
We derive on the way an analog of the Fatou theorem for the Dirichlet and Neumann problems associated with the equation div(σ∇u)="0 with Lp boundary data.
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A number of subcarrier allocation algorithms are discussed and the best one is derived on the basis of the order statistics theory.
We remark that the proposed method is derived on the direct discretization for the Caputo derivative at the non-grid point in time.
Results are derived on the basis of Table 11 results.
Reaction mechanism was derived on the basis of experimental results.
Global mechanical properties of the masonry are derived on the basis of the properties of materials.
The emission factors are derived on the basis of European legal standards set for disposal facilities.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com