Add to ORKGWe explain the nature of optical aberrations and how they may be represented\ud mathematically. We describe the use of Zernike polynomials in a way that will aid\ud understanding and provide potential tools for manipulating the wavefront aberration\ud expressions given in this form
Various authors have presented the aberration function of an optical system as a power series expans...
Various authors have presented the aberration function of an optical system as a power series expans...
Various authors have presented the aberration function of an optical system as a power series expans...
We explain the nature of optical aberrations and how they may be represented mathematically. We desc...
The Zernike polynomials are commonly used in the analysis of adaptive optics systems. Annular Zernik...
The Zernike polynomials are commonly used in the analysis of adaptive optics systems. Annular Zernik...
Orthogonal polynomials over the interior of a unit circle are widely used in aberration theory and i...
It is possible to decompose the wavefront aberration by the Zernike polynomials. Through adaptive op...
With the increasing importance of optical aberrations in both vision research and clini-cal practice...
La aberración del frente de onda es posible descomponerla a través de los polinomios de Zernike. Med...
International audienceWe are in the midst of a shift towards using novel polynomials to decompose wa...
Wavefront-guided excimer laser refractive surgery and new customized intraocular lens and contact le...
Wavefront-guided excimer laser refractive surgery and new customized intraocular lens and contact le...
Se presenta una revisión del concepto frente de onda a partir del principio de Fermat, primero de fo...
Various authors have presented the aberration function of an optical system as a power series expans...
Various authors have presented the aberration function of an optical system as a power series expans...
Various authors have presented the aberration function of an optical system as a power series expans...
Various authors have presented the aberration function of an optical system as a power series expans...
We explain the nature of optical aberrations and how they may be represented mathematically. We desc...
The Zernike polynomials are commonly used in the analysis of adaptive optics systems. Annular Zernik...
The Zernike polynomials are commonly used in the analysis of adaptive optics systems. Annular Zernik...
Orthogonal polynomials over the interior of a unit circle are widely used in aberration theory and i...
It is possible to decompose the wavefront aberration by the Zernike polynomials. Through adaptive op...
With the increasing importance of optical aberrations in both vision research and clini-cal practice...
La aberración del frente de onda es posible descomponerla a través de los polinomios de Zernike. Med...
International audienceWe are in the midst of a shift towards using novel polynomials to decompose wa...
Wavefront-guided excimer laser refractive surgery and new customized intraocular lens and contact le...
Wavefront-guided excimer laser refractive surgery and new customized intraocular lens and contact le...
Se presenta una revisión del concepto frente de onda a partir del principio de Fermat, primero de fo...
Various authors have presented the aberration function of an optical system as a power series expans...
Various authors have presented the aberration function of an optical system as a power series expans...
Various authors have presented the aberration function of an optical system as a power series expans...
Various authors have presented the aberration function of an optical system as a power series expans...