Sentence examples for approximation addresses from inspiring English sources

Therefore, regression approximation addresses the problem of estimating a function based on a given dataset G = {(x i, y i ) T } i n, where x i ∈ R m is the input vector, y i ∈ R is the targeted output, m is the dimension of the input vector, and n is the total number of samples.

The design of vector second-order linear systems for accurate proportional damping approximation is addressed.

Limitations of this approximation are addressed and related to typical problem parameters.

In this paper, we demonstrate the potential of a newly emerged meta-modeling technique known as low-rank tensor approximations to address this limitation.

In particular, the effect of the errors introduced by the various, numerical and asymptotic, approximations is addressed and methods for reducing their relative or absolute importance are presented.

We can use such approximations to address the following questions: under what circumstances would a localized pulse of activation grow in magnitude compared to the surrounding levels?

The soundness of this approximation is presently addressed through the analysis of laminar CH4-air and CH4-O2 high-pressure premixed and non-premixed flames.

One efficient approach called the GQR approximation will be addressed for the numerical evaluation of (18), which depends on knowing the moments of, up to an order that depends on the accuracy required.

TF target finding belongs to a class of spatio-temporal problems that, in a first approximation, may be addressed with tools that simulate 3D diffusion, e.g. Smoldyn (Andrews et al., 2010).

This paper addresses the approximation problem of functions affected by unknown periodically time-varying disturbances.

As a powerful methodology for sequential signal processing, PF could address this approximation problem effectively, and we will describe this technology in detail in the next part.