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Contribution to the Study of Fourier Methods for Quasi-Periodical Functions and the Vicinity of the Collinear Libration Points
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This works has been organized in three parts. The first (Chapter 1 to 5) is dedicated to the development and study of a procedure for the accurate computation of frequencies, as well ans the related Fourier coefficients, of a quasi-periodical function. The second part of the work (Chapters 6 to 7) is devoted to the study to the dynamics in the vicinity of the collinear equilibrium points of the three-dimensional RTBP fo the Earth-Moon mass parameter. The third part consists in several appendices, which give some additional results that have been taken apart from the main text in order to improve its readability.
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MONDELO GONZÁLEZ, José maría. Contribution to the Study of Fourier Methods for Quasi-Periodical Functions and the Vicinity of the Collinear Libration Points. [consulta: 21 de gener de 2026]. [Disponible a: https://hdl.handle.net/2445/42084]