File:Fourieropi.png
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Transferred from en.wikipedia to Commons by Maksim.
Fourier operator imaginary part
This is the imaginary part of the Fourier operator.
The Fourier operator is a continuous version showing the Fourier transform as Fredholm kernel of the 2nd kind, as the limiting process of a DFT matrix in the limit as the size of the matrix approaches infinity by infinity, so that it goes from discrete (DFT) to continuous Fourier transform.
I made this image for my masters thesis which was on the subject of the chirplet transform, since I also wanted to understand and conceptualize the Fourier transform in new ways, prior to building upon it to extend beyond Fourier and wavelet transforms to chirplet transform.
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date/time | username | edit summary |
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21:09, 12 June 2005 | en:User:Tadanisakari | ('continous' -> 'continuous'; -- <a href="/wiki/User:Humanbot" title="User:Humanbot">Join and fix more!</a>) |
03:29, 18 November 2004 | en:User:Glogger | |
04:00, 22 October 2004 | en:User:65.49.77.82 | |
03:59, 22 October 2004 | en:User:Glogger | (Fourier operator imaginaryl part) |
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当前 | 2006年3月18日 (六) 19:01 | 549 × 576(39 KB) | Maksim(留言 | 贡献) | La bildo estas kopiita de wikipedia:en. La originala priskribo estas: Fourier operator imaginary part This is the imaginary part of the Fourier operator. The Fourier operator is a continuous version showing the Fourier transform as Fredholm kernel of |
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