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BASIS FOR PROCESSING INTERFEROGRAMS OF SPHERICAL MIRRORSA basis with an isolated constant and three functions that desribe the shifts of the sphere
RECONSTRUCTION OF DEFORMATIONS OF THE SURFACE OF A SPHERE FROM INTERFEROGRAMS OF ITS PARTSThis paper considers an algorithm for reconstructing of the surface of a sphere from interferograms
ALGORITHM FOR PROCESSING INTERFEROGRAMS OF CYLINDRICAL MIRRORS on an approximation of the interferograms in a basis composed of products of Legendre polynomials.
ALGORITHM FOR THE CERTIFICATION OF A SPHERICAL MIRROR FROM 3 INTERFEROGRAMSA mathematical procedure is proposed for calibrating a spherical mirror from three interferograms
ADJUSTMENT FACTORS FOR THE PROCESSING OF INTERFEROGRAMS FROM SPHERICAL MIRRORS WITH A CENTRAL APERTURE the positions of the centers of spherical surfaces with a central aperture, and to improve the precision
ACCURACY OF THE HARTMANN METHOD FOR TESTING A SPHERICAL MIRRORThis Paper considers the errors in the certification of a spherical mirror by the Hartmann method
ALGORITHMS FOR AVERAGING INTERFEROMETRIC DATAMethods are compared for reconstructing a surface from several noisy interferograms by averaging
EFFECT OF SPHERICAL MIRROR DECENTERING ON THE ACCURACY OF THE STANDARD INTERFEROGRAM MODELEffects that are quadratic in terms of decentering of the mirrors in a Fizeau interferometer
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