Titlebook: Computer Algebra in Scientific Computing; 9th International Wo Victor G. Ganzha,Ernst W. Mayr,Evgenii V. Vorozhts Conference proceedings 20

儲(chǔ)備

Application of Computer Algebra for Construction of Quasi-periodic Solutions for Restricted Circulaser-specified high precision) represented by twofold Fourier polynomials. Besides, the development of so-called perturbation function is not required (essential fact). These solutions are valid in principle for infinite time interval unlike known classical solutions of such problem. Such solutions are obtained for the first time.

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Simulate

Ingratiate

暗語(yǔ)

Prophylaxis

https://doi.org/10.1007/978-3-8348-9289-8sponding algorithm of the developed program EWA using a conventional pseudocode is described too. With the help of this program the energy spectra and the wave functions for some Schr?dinger operators such as quartic, sextic, octic anharmonic oscillators including the quartic oscillator with double

Rankle

Steuerung und Sicherung der Fahrwegelemente,gh computational costs. In this paper, we propose a general strategy in order to reduce the complexity in some important formulas (those following a specific pattern) obtained by this algorithm. Then, we show two examples of application of this methodology.

要塞

Grundbegriffe des Schienenverkehrs,rical coefficients and/or not exact input data. It often happens that, due to error accumulation and/or insufficient working precision, the obtained result is not one expects from a theoretical derivation. The resulting basis may have more or less polynomials, a different number of solution, roots w

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