A New Approach to Design and Implement FFT/ IFFT Algorithms: Radix4^2 - Shravankumar, Parunandula;Srujan, Gaddam;Sanath, K.
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Fast Fourier Transform(FFT) processing is an important component of many Digital Signal Processing(DSP) and Communication Systems. In this book everything is so vividly presented from a basic concept to an advanced algorithm implementation. Particularly focused on mathematical analysis, algorithm implementation, high-level synthesis, and C/C++ prototyping. A new approach to design and implement FFT using radix-4^2 algorithm, and how the multidimensional index mapping reduces the complexity of FFT computation are proposed and discussed very clearly with required figures. Two approaches are…mehr

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Produktbeschreibung
Fast Fourier Transform(FFT) processing is an important component of many Digital Signal Processing(DSP) and Communication Systems. In this book everything is so vividly presented from a basic concept to an advanced algorithm implementation. Particularly focused on mathematical analysis, algorithm implementation, high-level synthesis, and C/C++ prototyping. A new approach to design and implement FFT using radix-4^2 algorithm, and how the multidimensional index mapping reduces the complexity of FFT computation are proposed and discussed very clearly with required figures. Two approaches are given to implement the FFT algorithm, one is hardware(HDL) generation and the other is C/C++ prototyping. High-level synthesis has done by using Simulink and shown the reduced number of hardware in terms of multipliers and adder/ subtractors.
Autorenporträt
He received B.Tech and M.Tech degrees in Electronics and Communications Engineering from JNTU,India. He has worked a year for Central Institute of Tool Design in Artificial Intelligence Laboratory as a faculty, during this period developed several projects in his area of research fields, include Computer Vision and Machine Learning Applications.