Abstract—This correspondence describes an efficient bit and digital reversal algorithm using vector calculation. It is much more efficient and simple than calculating the bit and digital reversal sequentially one by one using for-loop. An auxiliary small-size seed table can also be used for building up larger table in our algorithm to speed up the computation time. It will be very useful for data shuffling in radix-2 and radix-4 fast Fourier transforms. Index Terms—Bit reversal, digital reversal, fast Fourier transform
The points have x coordinates given by successive integers, and y coordinates corresponding to integ...
The fast cosine transform algorithms introduced in [ST91, Ste92] require fewer operations than any o...
Abstract: This paper proposes an algorithm for computation of discrete cosine transformation (DCT) w...
A wide variety of Fast Fourier Transform (FFT) algorithms employ a bit reversal method for the reord...
This correspondence presents a very short, simple, easy to understand bit-reversal algorithm for rad...
With the increasing demand for online/inline data processing efficient Fourier analysis becomes more...
This brief presents novel circuits for calculating bit reversal on a series of data. The circuits ar...
Abstract: The Fast Fourier Transform is incomplete without bitreversal. Novel parallel circuits for ...
Many versions of the Fast Fourier Trans� form require a reordering of either the in� put or the outp...
This paper discusses a bit-vector implementation of an algorithm that computes an optimal sequence ...
Fast Fourier Transform (FFT) is an important tool required for signal processing in defence applica...
This brief presents novel circuits for calculating the bit reversal on parallel data. The circuits c...
This paper explores the interplay between algorithm design and a computer's memory hierarchy. M...
Abstract—This letter presents an efficient split vector-radix-2/8 fast Fourier transform (FFT) algor...
A novel algorithm for computing the two-dimensional discrete cosine transform (2-D DCT) is presented...
The points have x coordinates given by successive integers, and y coordinates corresponding to integ...
The fast cosine transform algorithms introduced in [ST91, Ste92] require fewer operations than any o...
Abstract: This paper proposes an algorithm for computation of discrete cosine transformation (DCT) w...
A wide variety of Fast Fourier Transform (FFT) algorithms employ a bit reversal method for the reord...
This correspondence presents a very short, simple, easy to understand bit-reversal algorithm for rad...
With the increasing demand for online/inline data processing efficient Fourier analysis becomes more...
This brief presents novel circuits for calculating bit reversal on a series of data. The circuits ar...
Abstract: The Fast Fourier Transform is incomplete without bitreversal. Novel parallel circuits for ...
Many versions of the Fast Fourier Trans� form require a reordering of either the in� put or the outp...
This paper discusses a bit-vector implementation of an algorithm that computes an optimal sequence ...
Fast Fourier Transform (FFT) is an important tool required for signal processing in defence applica...
This brief presents novel circuits for calculating the bit reversal on parallel data. The circuits c...
This paper explores the interplay between algorithm design and a computer's memory hierarchy. M...
Abstract—This letter presents an efficient split vector-radix-2/8 fast Fourier transform (FFT) algor...
A novel algorithm for computing the two-dimensional discrete cosine transform (2-D DCT) is presented...
The points have x coordinates given by successive integers, and y coordinates corresponding to integ...
The fast cosine transform algorithms introduced in [ST91, Ste92] require fewer operations than any o...
Abstract: This paper proposes an algorithm for computation of discrete cosine transformation (DCT) w...