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It is also shown that a special approximation enables to obtain an approximate solution via a finite system of linear algebraic equations.
The approximation enables nearly unbiased variance estimation, where the bias is primarily due to the limited number of simulations.
Usually, experimental data cannot be defined by mathematical expressions easily, but the fuzzy approximation enables to describe the data more accurately.
Although the problem is solved primarily by means of the annular finite element method, close examination of the exact form of the thermal stress distribution, and utilization of the Lamb and Southwell approximation, enables one to present the results in a very efficient form.
Closer pixel intensity approximation enables better quality of background generation.
The two-stream approximation enables fast calculations, whereas the errors from the radiative transfer approximation are sufficiently small.
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Correlation to numerical Padé approximation enabled us to improve computations for both problems (GCDs and Padé).
Non-uniform rational B-spline is used as basis functions, resulting in both exact geometric representation and high order approximations, enabling to easily achieve the C1-continuity requirement of the HSDT without any additional variables.
Notably, the proposed BER approximations enable the optimization problem to be expressed as a convex formulation amenable to numerical processing.
Although both models underestimate the spatial and temporal complexity of the true admixture history of African-Americans, these approximations enable us to illustrate the way in which estimates of the sex bias depend on assumptions about the admixture model.
To fill this gap, a thermo-ecologic performance evaluation approach for gas turbine cycles with chemical equilibrium approximation which enables performance and environmental aspects to be considered simultaneously, is presented in this work.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com