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The discrete fractional Fourier transform,分数阶傅里叶变换的详细分析方法。-The discrete fractional Fourier transform, fractional Fourier transform of the detailed analysis.
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抽取和内插的分数阶Fourier 域分析
离散时间分数阶Fourier 变换-Extraction and interpolation of the fractional Fourier domain analysis of discrete-time Fourier transform fractional
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关于分数阶希尔伯特变换的资料
Discrete Fractional Hilbert Transform
Fractional Hilbert Transform（Adolf W. Lohmann）-DiscreteFractionalHilbertTransform FractionalHilbertTransform (Adolf W. Lohmann)
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．分数阶差分方程由于其数学模型的不断出现及
对微分方程近似计算的需要，也在近两年逐渐成为了学者关注的研究课题．本文主
要讨论了分数阶微分方程与分数阶泛函微分方程解的延拓理论、初值问题的解与
正解存在性与唯一性、边值问题正解的存在性；分数阶差分方程解的存在性与唯一
性、边值问题正解的存在性．-The study of fractional discrete equa—
tion have become a new reseazch topic in recent years．I
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2004年关于分数傅立叶变换的文章 - The centered discrete fractional Fourier transform, properties, computation, and application to linear chirp signals-2004 article on Fractional Fourier Transform- The centered discrete fractional Fourier transform, properties, com
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Two-dimensional discrete fractional Fourier transform program, you can use to do image processing, absolutely fr-Two-dimensional discrete fractional Fourier transform program, you can use to do image processing, absolutely free
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对分数阶微分算子 Sr( rIR ) 的离散化是分数阶控制系统数字化实现的关键所在, 不同的离散化方法有其各自的优缺点和适用范围, 通过实例仿真, 对常用的几种离散化方法进行了详细的分析比较, 对 A l- A laoui算子的连分式展开逼近法进行相角补偿-For fractional differential operator Sr (rIR) discretization is the key for fractional digital implementation, different
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理切比雪夫算法, 提出了一种新的分数阶微积分算子的直接离散化方法, 以达到在直接离散时间域上更精确的逼近效果. -Li Chebyshev algorithm, a new direct discrete method of fractional integral operators, in order to achieve the direct discrete time domain approximation more accurate results.
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