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Study of the properties of Zernike's orthogonal polynomials

机译:Zernike正交多项式的性质研究

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摘要

Wide application of Zernike's orthogonal polynomials at lens design and optical engineering generates a need of more detailed study of their properties, assemblage new results and results received previously. In this connection we bring results of our researches on study of properties of Zernike's polynomials, revealing their interrelation with other special functions, obtaining recurrence relations, formulas of differentiation of Zernike's radial polynomials, decomposition of the ratio of two radial polynomials in continuous fractions and so on.
机译:在镜头设计和光学工程处的Zernike的正交多项式广泛应用产生了对其性质的更详细研究,使得先前收到的新结果和结果。在这方面,我们提出了我们对Zernike的多项式的性质研究的研究结果,揭示了它们与其他特殊功能的相互关系,获得复发关系,Zernike的径向多项式的分化公式,连续分数中的两个径向多项式的比例的分解在。

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