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Fractional Fourier transform; applications in information optics

机译:分数阶傅里叶变换;在信息光学中的应用

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The fractional Fourier transform (FRT), which is a generalization of the well-known ordinary Fourier transform, is being increasingly used in many applications of optics. The FRT is richer in theory and more flexible in applications and at the same time not more costly in implementation. Pattern recognition, one of the widely pursued application areas in the domain of optical information processing, has benefited immensely with the use of FRT in optical correlators. Similarly optoelectronic encryption and decryption techniques have derived considerable strength from the use of FRT. The present paper reviews the recent investigations in the above-mentioned areas with special reference to the work carried out by the Photonics Group, IIT Delhi.
机译:分数阶傅立叶变换(FRT)是众所周知的普通傅立叶变换的概括,正在越来越多地用于光学应用中。 FRT理论更丰富,应用更灵活,同时实施成本也不高。模式识别是光学信息处理领域中广泛追求的应用领域之一,它在光学相关器中使用FRT极大地受益。类似地,光电加密和解密技术已从FRT的使用中获得了相当大的优势。本文回顾了最近在上述领域进行的调查,并特别提到了德里IIT的光子学小组所做的工作。

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