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File:ZernikePolynome6.pdf
Sabtu, 2020-09-05 17:03:13[edit] Zernike polynomials.png Zernike polynomials2.png Zernike polynomials3.pdf ZernikePolynome4.png ZernikePolynome5.svg ZernikePolynome6.pdf ZernikePolynome6...
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Minggu, 2020-09-06 21:28:40Versionen = ZernikePolynome.png |Anmerkun English All 14 Zernike-Functions up to 4th order and one example of sixth order. German Alle 14 Zernike-Funktionen...
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Minggu, 2022-01-30 22:27:3312:42 R. J. Mathar 512×576× (3441302 bytes) {{Information |Beschreibung = Zernike Polynome bis zur 4. Ordnung und ein Beispiel 6. Ordnung |Quelle = Mit gnuplot...
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Kamis, 2023-08-31 17:24:47[edit] Zernike polynomials.png Zernike polynomials2.png Zernike polynomials3.pdf ZernikePolynome4.png ZernikePolynome5.svg ZernikePolynome6.pdf ZernikePolynome6...
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Senin, 2025-12-01 23:36:42v_2;}; rgb[0] = f2b(v_r); rgb[1] = f2b(v_g); rgb[2] = f2b(v_b); } } double zernike_polynomials( int m, int n, double ro, double th ) { // the polynomial hitself...
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Senin, 2025-12-01 23:36:02v_2;}; rgb[0] = f2b(v_r); rgb[1] = f2b(v_g); rgb[2] = f2b(v_b); } } double zernike_polynomials( int m, int n, double ro, double th ) { // the polynomial hitself...
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Sabtu, 2020-09-05 17:03:02polynomials.png Zernike polynomials2.png Zernike polynomials3.pdf ZernikePolynome4.png ZernikePolynome5.svg ZernikePolynome6.pdf ZernikePolynome6.svg...
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![File:ZernikePolynome6.svg Kamis, 2023-08-31 17:24:47 [edit] Zernike polynomials.png Zernike polynomials2.png Zernike polynomials3.pdf ZernikePolynome4.png ZernikePolynome5.svg ZernikePolynome6.pdf ZernikePolynome6... Click to read more »](https://infokontak.com/mi/File:ZernikePolynome6.svg){kind=link}
![File:Zernike polynomials2.png Senin, 2025-12-01 23:36:42 v_2;}; rgb[0] = f2b(v_r); rgb[1] = f2b(v_g); rgb[2] = f2b(v_b); } } double zernike_polynomials( int m, int n, double ro, double th ) { // the polynomial hitself... Click to read more »](https://infokontak.com/mi/File:Zernike_polynomials2.png){kind=link}
![File:Zernike polynomials.png Senin, 2025-12-01 23:36:02 v_2;}; rgb[0] = f2b(v_r); rgb[1] = f2b(v_g); rgb[2] = f2b(v_b); } } double zernike_polynomials( int m, int n, double ro, double th ) { // the polynomial hitself... Click to read more »](https://infokontak.com/mi/File:Zernike_polynomials.png){kind=link}