A multi-order combined diffraction spatial filter, integrated with a set of Zernike phase functions (representing wavefront aberrations) and Zernike polynomials, enables the simultaneous formation of multiple aberration-transformed point spread function (
Paval. A. Khorin +4 more
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Investigating the potential of Zernike polynomials to characterise spatial distribution of macular pigment. [PDF]
Allen P +3 more
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Characteristic of entire corneal topography and tomography for the detection of sub-clinical keratoconus with Zernike polynomials using Pentacam. [PDF]
Xu Z +9 more
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Variational calculus approach to Zernike polynomials with application to FCS. [PDF]
Gligonov I, Enderlein J.
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Using Diffraction Deep Neural Networks for Indirect Phase Recovery Based on Zernike Polynomials. [PDF]
Yuan F +5 more
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Technical variability of cornea parameters derived from anterior segment OCT fitted with Fringe Zernike polynomials. [PDF]
Langenbucher A +4 more
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Deep Learning Wavefront Sensing from Object Scene for Directed Energy HEL Systems. [PDF]
Herrera L, Messina N, Agrawal BN.
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Analysis of polarization aberrations of the off-axis pupil freeform optical system. [PDF]
Gong C +5 more
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Experimental Verification of Model-Based Wavefront Sensorless Adaptive Optics System for Large Aberrations. [PDF]
Yang H, Miao Y, Chen P, Zhang Z, Yan Z.
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Fourier-plane wavefront and SLM aberration characterization via iterative scanning of beam deflector segments. [PDF]
Wojcik AJ +4 more
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