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Gibbs phenomenon

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Gibbs Phenomenon Summary
479 words, approx. 2 pages
The non-uniform convergence of the Fourier series for discontinuous functions is known as the Gibbs phenomenon. In 1899 American mathematician Josiah Willard Gibbs noticed that near a point where a function has a jump discontinuity, the partial sums of...
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Gibbs phenomenon Information
1,595 words, approx. 5 pages
In mathematics, the Gibbs phenomenon (also known as ringing artifacts), named after the American physicist J. Willard Gibbs, is the peculiar manner in which the Fourier series of a piecewise continuously differentiable periodic function f behaves at a...


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The Village Voice
Phenomenon
03/15/2006: 482 words, approx. 2 pages
PHENOMENON By Gordon Cox Here Arts Center 145 SixthAvenue 212-868-4444 The day the music died and the volcano erupted LAVA VAMP According to Joy Division singer Ian Curtis, it is love that will tear you apart. Nevertheless,...
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Gibbs phenomenon

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About 7 pages (2,074 words) in 2 products


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