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Exact(27)
In this paper we tailor this approach to the accurate solution of optimal control problems.
Haidvogel, T. Zang, The accurate solution of Poisson's equation by expansion in Chebyshev polynomials, J. Comput.
The first technique, described in Section 3.1 iteratively maximizes L γ, λ, ν to find the accurate solution.
For the case A 0 = 0, from Equation 27, γ j will have the accurate solution γ j = 0.
To obtain the accurate solution in the time domain, an effective numerical inversion algorithm of the Laplace transform was applied.
In contrast to known approaches, no additional assumptions are necessary for the accurate solution of the considered problem.
Similar(33)
A recursive least square algorithm with a forgetting factor is introduced to find all the accurate solutions for the P3P problem.
The proposed method can produce the accurate solutions for the monosymmetric thin-walled Timoshenko beams or simple structures constructed from such beams.
But some details corresponding with the switching paths are neglected, which makes some difference with the accurate solutions.
Local mesh refinement guarantees the computation of the most accurate solution at a minimum of computational costs.
The numerical results show that the proposed scheme obtains the most accurate solution for each fixed CPU time.
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