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- Sine_and_cosine_transforms abstract "In mathematics, the Fourier sine and cosine transforms are forms of the Fourier integral transform that do not use complex numbers. They are the forms originally used by Joseph Fourier and are still preferred in some applications, such as signal processing or statistics.".
- Sine_and_cosine_transforms wikiPageID "2660978".
- Sine_and_cosine_transforms wikiPageRevisionID "582603136".
- Sine_and_cosine_transforms hasPhotoCollection Sine_and_cosine_transforms.
- Sine_and_cosine_transforms subject Category:Fourier_analysis.
- Sine_and_cosine_transforms subject Category:Integral_transforms.
- Sine_and_cosine_transforms comment "In mathematics, the Fourier sine and cosine transforms are forms of the Fourier integral transform that do not use complex numbers. They are the forms originally used by Joseph Fourier and are still preferred in some applications, such as signal processing or statistics.".
- Sine_and_cosine_transforms label "Sine and cosine transforms".
- Sine_and_cosine_transforms label "Sinus- und Kosinus-Transformation".
- Sine_and_cosine_transforms label "Transformadas de seno e de cosseno".
- Sine_and_cosine_transforms label "Тригонометрические преобразования Фурье".
- Sine_and_cosine_transforms label "正弦・余弦変換".
- Sine_and_cosine_transforms sameAs Sinus-_und_Kosinus-Transformation.
- Sine_and_cosine_transforms sameAs 正弦・余弦変換.
- Sine_and_cosine_transforms sameAs Transformadas_de_seno_e_de_cosseno.
- Sine_and_cosine_transforms sameAs m.07w292.
- Sine_and_cosine_transforms sameAs Q1328722.
- Sine_and_cosine_transforms sameAs Q1328722.
- Sine_and_cosine_transforms wasDerivedFrom Sine_and_cosine_transforms?oldid=582603136.
- Sine_and_cosine_transforms isPrimaryTopicOf Sine_and_cosine_transforms.