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- Regressive_discrete_Fourier_series abstract "In applied mathematics, the regressive discrete Fourier series (RDFS) is a generalization of the discrete Fourier transform where the Fourier series coefficients are computed in a least squares sense and the period is arbitrary, i.e., not necessarily equal to the length of the data. It was first proposed by Arruda (1992a,1992b). It can be used to smooth data in one or more dimensions and to compute derivatives from the smoothed curve, surface, or hypersurface.".
- Regressive_discrete_Fourier_series wikiPageID "23390068".
- Regressive_discrete_Fourier_series wikiPageLength "5454".
- Regressive_discrete_Fourier_series wikiPageOutDegree "19".
- Regressive_discrete_Fourier_series wikiPageRevisionID "661698457".
- Regressive_discrete_Fourier_series wikiPageWikiLink Category:Fourier_analysis.
- Regressive_discrete_Fourier_series wikiPageWikiLink Category:Signal_processing.
- Regressive_discrete_Fourier_series wikiPageWikiLink Discrete_Fourier_transform.
- Regressive_discrete_Fourier_series wikiPageWikiLink Estimation_theory.
- Regressive_discrete_Fourier_series wikiPageWikiLink Fourier_series.
- Regressive_discrete_Fourier_series wikiPageWikiLink Hypersurface.
- Regressive_discrete_Fourier_series wikiPageWikiLink Laser_Doppler_vibrometer.
- Regressive_discrete_Fourier_series wikiPageWikiLink Least_squares.
- Regressive_discrete_Fourier_series wikiPageWikiLink Linear_system_of_equations.
- Regressive_discrete_Fourier_series wikiPageWikiLink List_of_materials_properties.
- Regressive_discrete_Fourier_series wikiPageWikiLink Material_properties.
- Regressive_discrete_Fourier_series wikiPageWikiLink Modal_analysis.
- Regressive_discrete_Fourier_series wikiPageWikiLink Parameter_estimation.
- Regressive_discrete_Fourier_series wikiPageWikiLink Signal_(electrical_engineering).
- Regressive_discrete_Fourier_series wikiPageWikiLink Signal_(electronics).
- Regressive_discrete_Fourier_series wikiPageWikiLink Surface.
- Regressive_discrete_Fourier_series wikiPageWikiLink System_of_linear_equations.
- Regressive_discrete_Fourier_series wikiPageWikiLink Tomography.
- Regressive_discrete_Fourier_series wikiPageWikiLinkText "Regressive discrete Fourier series".
- Regressive_discrete_Fourier_series hasPhotoCollection Regressive_discrete_Fourier_series.
- Regressive_discrete_Fourier_series subject Category:Fourier_analysis.
- Regressive_discrete_Fourier_series subject Category:Signal_processing.
- Regressive_discrete_Fourier_series hypernym Generalization.
- Regressive_discrete_Fourier_series type Field.
- Regressive_discrete_Fourier_series comment "In applied mathematics, the regressive discrete Fourier series (RDFS) is a generalization of the discrete Fourier transform where the Fourier series coefficients are computed in a least squares sense and the period is arbitrary, i.e., not necessarily equal to the length of the data. It was first proposed by Arruda (1992a,1992b). It can be used to smooth data in one or more dimensions and to compute derivatives from the smoothed curve, surface, or hypersurface.".
- Regressive_discrete_Fourier_series label "Regressive discrete Fourier series".
- Regressive_discrete_Fourier_series sameAs سری_فوریه_گسسته_کاهنده.
- Regressive_discrete_Fourier_series sameAs m.06w63_4.
- Regressive_discrete_Fourier_series sameAs Q7309544.
- Regressive_discrete_Fourier_series sameAs Q7309544.
- Regressive_discrete_Fourier_series wasDerivedFrom Regressive_discrete_Fourier_series?oldid=661698457.
- Regressive_discrete_Fourier_series isPrimaryTopicOf Regressive_discrete_Fourier_series.