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- Gibbs_phenomenon abstract "In mathematics, the Gibbs phenomenon, discovered by Henry Wilbraham (1848) and rediscovered by J. Willard Gibbs (1899), is the peculiar manner in which the Fourier series of a piecewise continuously differentiable periodic function behaves at a jump discontinuity: the nth partial sum of the Fourier series has large oscillations near the jump, which might increase the maximum of the partial sum above that of the function itself. The overshoot does not die out as the frequency increases, but approaches a finite limit.These are one cause of ringing artifacts in signal processing.".
- Gibbs_phenomenon thumbnail Gibbs_phenomenon_10.svg?width=300.
- Gibbs_phenomenon wikiPageExternalLink latest.
- Gibbs_phenomenon wikiPageExternalLink introductiontot00unkngoog.
- Gibbs_phenomenon wikiPageExternalLink gibbs.html.
- Gibbs_phenomenon wikiPageExternalLink GibbsPhenomenon.html.
- Gibbs_phenomenon wikiPageExternalLink v=onepage&q&f=false.
- Gibbs_phenomenon wikiPageID "373986".
- Gibbs_phenomenon wikiPageRevisionID "575721494".
- Gibbs_phenomenon authorlink "Henry Wilbraham".
- Gibbs_phenomenon authorlink "Willard Gibbs".
- Gibbs_phenomenon first "Henry".
- Gibbs_phenomenon first "J. Willard".
- Gibbs_phenomenon hasPhotoCollection Gibbs_phenomenon.
- Gibbs_phenomenon id "p/g044410".
- Gibbs_phenomenon last "Gibbs".
- Gibbs_phenomenon last "Wilbraham".
- Gibbs_phenomenon title "Gibbs phenomenon".
- Gibbs_phenomenon year "1848".
- Gibbs_phenomenon year "1899".
- Gibbs_phenomenon subject Category:Fourier_series.
- Gibbs_phenomenon subject Category:Real_analysis.
- Gibbs_phenomenon comment "In mathematics, the Gibbs phenomenon, discovered by Henry Wilbraham (1848) and rediscovered by J. Willard Gibbs (1899), is the peculiar manner in which the Fourier series of a piecewise continuously differentiable periodic function behaves at a jump discontinuity: the nth partial sum of the Fourier series has large oscillations near the jump, which might increase the maximum of the partial sum above that of the function itself.".
- Gibbs_phenomenon label "Efekt Gibbsa".
- Gibbs_phenomenon label "Fenomeno di Gibbs".
- Gibbs_phenomenon label "Fenómeno de Gibbs".
- Gibbs_phenomenon label "Gibbs phenomenon".
- Gibbs_phenomenon label "Gibbssches Phänomen".
- Gibbs_phenomenon label "Phénomène de Gibbs".
- Gibbs_phenomenon label "ギブズ現象".
- Gibbs_phenomenon sameAs Gibbssches_Phänomen.
- Gibbs_phenomenon sameAs Fenómeno_de_Gibbs.
- Gibbs_phenomenon sameAs Phénomène_de_Gibbs.
- Gibbs_phenomenon sameAs Fenomeno_di_Gibbs.
- Gibbs_phenomenon sameAs ギブズ現象.
- Gibbs_phenomenon sameAs Efekt_Gibbsa.
- Gibbs_phenomenon sameAs m.020t2z.
- Gibbs_phenomenon sameAs Q5374.
- Gibbs_phenomenon sameAs Q5374.
- Gibbs_phenomenon wasDerivedFrom Gibbs_phenomenon?oldid=575721494.
- Gibbs_phenomenon depiction Gibbs_phenomenon_10.svg.
- Gibbs_phenomenon isPrimaryTopicOf Gibbs_phenomenon.