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Gibbs phenomenon | |
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Encyclopedia and Summary Information
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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... summary from source:
 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,... summary from source:
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About 7 pages (2,074 words) in 2 products |
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