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- Mathieu_wavelet abstract "The Mathieu equation is a linear second-order differential equation with periodic coefficients. The French mathematician, E. Léonard Mathieu, first introduced this family of differential equations, nowadays termed Mathieu equations, in his “Memoir on vibrations of an elliptic membrane” in 1868. "Mathieu functions are applicable to a wide variety of physical phenomena, e.g., diffraction, amplitude distortion, inverted pendulum, stability of a floating body, radio frequency quadrupole, and vibration in a medium with modulated density"".
- Mathieu_wavelet wikiPageID "11854075".
- Mathieu_wavelet wikiPageRevisionID "517561099".
- Mathieu_wavelet hasPhotoCollection Mathieu_wavelet.
- Mathieu_wavelet subject Category:Wavelets.
- Mathieu_wavelet type Abstraction100002137.
- Mathieu_wavelet type Event100029378.
- Mathieu_wavelet type Happening107283608.
- Mathieu_wavelet type Movement107309781.
- Mathieu_wavelet type PsychologicalFeature100023100.
- Mathieu_wavelet type Ripple107344663.
- Mathieu_wavelet type Wave107352190.
- Mathieu_wavelet type Wavelets.
- Mathieu_wavelet type YagoPermanentlyLocatedEntity.
- Mathieu_wavelet comment "The Mathieu equation is a linear second-order differential equation with periodic coefficients. The French mathematician, E. Léonard Mathieu, first introduced this family of differential equations, nowadays termed Mathieu equations, in his “Memoir on vibrations of an elliptic membrane” in 1868.".
- Mathieu_wavelet label "Mathieu wavelet".
- Mathieu_wavelet sameAs m.02rvqfk.
- Mathieu_wavelet sameAs Q6787243.
- Mathieu_wavelet sameAs Q6787243.
- Mathieu_wavelet sameAs Mathieu_wavelet.
- Mathieu_wavelet wasDerivedFrom Mathieu_wavelet?oldid=517561099.
- Mathieu_wavelet isPrimaryTopicOf Mathieu_wavelet.