&lt;title&gt;On soft clipping of Zernike moments for deblurring and enhancement of optical point spread functions&lt;/title&gt;

Becherer, Nico; Jödicke, Hanna; Schlosser, Gregor; Hesser, Jürgen; Zeilfelder, Frank; Männer, Reinhard

doi:10.1117/12.642272

Cited by 2 publications

(1 citation statement)

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“…Thus, moments of different orders correspond to independent characteristics of the image [25]. An accurate representation of a PSF can then be achieved by using Zernike moments, since they offer a compact representation where low-order coefficients represent typical aberrations, while noise is represented in higher order coefficients [26]. Zernike moments are based on a set of complete and orthogonal functions defined over a polar coordinate space, inside a unit circle.…”

Section: B Zernike Momentsmentioning

confidence: 99%

Fluorescence microscopy three-dimensional depth variant point spread function interpolation using Zernike moments

2011

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In three-dimensional fluorescence microscopy the point spread function (PSF) changes with depth, inducing errors in the restored images when these variations are neglected during the deconvolution of thick specimens. Some deconvolution algorithms have been developed to take the depth variations of the PSF into consideration. For these algorithms, the accuracy of the estimated structures depends on the knowledge of the PSF at various depths. We propose an alternative to measuring all required PSFs at different depths. The needed PSFs are interpolated from a limited measured PSF set using a method based on Zernike moments. The proposed method offers the possibility to obtain an accurate PSF interpolation at different depths using only a few measured ones.

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Section: B Zernike Momentsmentioning

confidence: 99%