Many versions of the Fast Fourier Trans� form require a reordering of either the in� put or the output data that corresponds to reversing the order of the bits in the ar� ray index. There has been a surprisingly large number of papers on this subject in the recent literature. This paper collects 30 methods for bit reversing an array. Each method was recoded into a uniform style in Fortran and its performance measured on several di�erent machines � each with a di�erent memory system. This paper includes a de� scription of how the memories of the ma� chines operate to motivate two new algo� rithms that perform substantially better than the others. Index terms � Fast Fourier Transform � bit reversal � cache memor
We propose a simple prescription for resolving the general-N problem existing in the old-fashioned m...
A reversible MOS chip, performing an 8-point 8-bit fast Fourier transform has been designed in a sta...
Fast Fourier transform (FFT) is a sound tool for computation of Discrete Fourier transform (DFT). It...
With the increasing demand for online/inline data processing efficient Fourier analysis becomes more...
A wide variety of Fast Fourier Transform (FFT) algorithms employ a bit reversal method for the reord...
Abstract: The Fast Fourier Transform is incomplete without bitreversal. Novel parallel circuits for ...
This brief presents novel circuits for calculating bit reversal on a series of data. The circuits ar...
Abstract—This correspondence describes an efficient bit and digital reversal algorithm using vector ...
Fast Fourier Transform (FFT) is an important tool required for signal processing in defence applica...
This correspondence presents a very short, simple, easy to understand bit-reversal algorithm for rad...
This paper explores the interplay between algorithm design and a computer's memory hierarchy. M...
Abstract. We present a new algorithm for the Fast Fourier Transform which is a factor of 2 to 4 time...
Several SOA (state of the art) self-tuning software libraries exist, such as the Fastest Fourier Tra...
A famous algorithm is the Fast Fourier Transform, or FFT. An efficient iterative version of the FFT ...
Two designs have been developed for cost-effective, fast transformation of data points in small batc...
We propose a simple prescription for resolving the general-N problem existing in the old-fashioned m...
A reversible MOS chip, performing an 8-point 8-bit fast Fourier transform has been designed in a sta...
Fast Fourier transform (FFT) is a sound tool for computation of Discrete Fourier transform (DFT). It...
With the increasing demand for online/inline data processing efficient Fourier analysis becomes more...
A wide variety of Fast Fourier Transform (FFT) algorithms employ a bit reversal method for the reord...
Abstract: The Fast Fourier Transform is incomplete without bitreversal. Novel parallel circuits for ...
This brief presents novel circuits for calculating bit reversal on a series of data. The circuits ar...
Abstract—This correspondence describes an efficient bit and digital reversal algorithm using vector ...
Fast Fourier Transform (FFT) is an important tool required for signal processing in defence applica...
This correspondence presents a very short, simple, easy to understand bit-reversal algorithm for rad...
This paper explores the interplay between algorithm design and a computer's memory hierarchy. M...
Abstract. We present a new algorithm for the Fast Fourier Transform which is a factor of 2 to 4 time...
Several SOA (state of the art) self-tuning software libraries exist, such as the Fastest Fourier Tra...
A famous algorithm is the Fast Fourier Transform, or FFT. An efficient iterative version of the FFT ...
Two designs have been developed for cost-effective, fast transformation of data points in small batc...
We propose a simple prescription for resolving the general-N problem existing in the old-fashioned m...
A reversible MOS chip, performing an 8-point 8-bit fast Fourier transform has been designed in a sta...
Fast Fourier transform (FFT) is a sound tool for computation of Discrete Fourier transform (DFT). It...