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It is a fast procedure based on specific numeric methods for approximating the solution of the studied differential system.
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Briefly, the Johns Hopkins ADGs provide a numeric method for grouping diagnostic codes similar to terms of severity and likelihood of persistence.
The SNMIP represents a modification of the iterative numeric method of initial parameters in differential form known in the literature.
During the last few decades, many analytic and numeric methods were developed to study and to obtain approximate solutions for different types of Lane Emden equations and Emden Fowler equation.
A new mathematical model and numeric method are presented in this paper for the purpose of contact analysis of rolling bearings based on the principle of mathematical programming method.
For the plate we calculated the foreseen displacements by the analytic as well as by the numeric method.
The discussed problem of dynamic buckling was solved with a numeric method.
These methods have been shown to perform similarly to probabilistic methods for both numeric [ 4] and categorical data [ 5] but require one to establish appropriate distance measures for each variable under consideration.
Some of semi-analytic methods for solving fractional problems such as the Adomian decomposition method (ADM) [3 5], homotopy analysis method (HAM) [6 8], homotopy perturbation method (HPM) [9, 10], variational iteration method (VIM) [11 15] and generalized differential transform method (GDTM) [16 18] have been introduced to provide analytic or numeric approximations.
Averaging is the most fundamental and common combination method for numeric output (i.e. regression problem), while voting is a common combination method for nominal output (i.e. classification problem).
In this section, we aim to test the theoretical conclusion by numeric simulation methods.
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