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The following theorem presents the convergence result on the approximation of derivatives particularly useful for approximate solving some differential equations.
There are some approximate solutions, which are generally based on the approximation of nonlinear parts of HJI inequalities.
His important work on the approximation of functions by means of Chebyshev polynomials advanced applied mathematics.
Our approach is based on the approximation of mixing maps by periodic transformations.
The energy based methods build on the approximation of binding potentials or binding energies [16].
This makes it possible to obtain a result on the approximation of solutions to the problem.
4.2 relies on the approximation of voltage, based on (Delta {tilde{v}}_{B,sim B}).
Another method works on the approximation of the convex hull of the ROC curve.
The theory rests on the approximation of a linearised gravity-part of the hydraulic potential.
The effect on the approximation of introducing subdomains is also studied.
Other results on the approximation of solutions to various types of equations can be found, for example, in [17, 18].
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