In the paper, an extended diagonal structure is used efficiently for the address generation of the prime factor algorithm (PFA). This approach is in-place, in-order and requires less temporary storage during the computation. It requires very few modulo operations and no modulo inverse for its computation; these inverses often take up a large memory space for storage in other address generation algorithms. This approach has been implemented using Fortran 77 and the assembly language of the 320C25 DSP. It shows that a maximum of 86% saving in address generation time can be achieved when compared to the conventional approach.Department of Electronic and Information Engineerin
1990 IEEE International Symposium on Circuits and Systems Part 3 (of 4), New Orleans, LA, USA, 1-3 M...
A method for generating sequences of memory addresses for a memory buffer having N*M locations inclu...
[[abstract]]The authors propose parallel implementation of prime-factor discrete cosine transform (D...
Abstract: In the paper, an extended diagonal structure is used efficiently for the address gener-ati...
1990 International Conference on Acoustics, Speech, and Signal Processing: Speech Processing 2, VLSI...
In this brief contribution, an efficient pipeline architecture is proposed for the realization of th...
This brief proposes an efficient prime factor algorithm for the discrete cosine transform. In the pr...
Abstract—This brief proposes an efficient prime factor algorithm for the discrete cosine transform. ...
For the computation of the prime factor algorithm (PFA), an in-place and in-order approach is always...
Hardware-based implementations of the Fast Fourier Transform (FFT) are highly regarded as they provi...
Arrays are mapped to processors through a two-step process---alignment followed by distribution---in...
The computation of the inverse of a number in finite fields, namely Galois Fields GF(p) or GF(2), is...
144 p.The security strength of Public Key Cryptosystems (PKCs) is attributed to the complex computat...
Speeding up fast Fourier transform (FFT) computations is critical for today's real-time systems...
Fast multiplication in a finite field GF(2m) is a basis step in communications engineering applicati...
1990 IEEE International Symposium on Circuits and Systems Part 3 (of 4), New Orleans, LA, USA, 1-3 M...
A method for generating sequences of memory addresses for a memory buffer having N*M locations inclu...
[[abstract]]The authors propose parallel implementation of prime-factor discrete cosine transform (D...
Abstract: In the paper, an extended diagonal structure is used efficiently for the address gener-ati...
1990 International Conference on Acoustics, Speech, and Signal Processing: Speech Processing 2, VLSI...
In this brief contribution, an efficient pipeline architecture is proposed for the realization of th...
This brief proposes an efficient prime factor algorithm for the discrete cosine transform. In the pr...
Abstract—This brief proposes an efficient prime factor algorithm for the discrete cosine transform. ...
For the computation of the prime factor algorithm (PFA), an in-place and in-order approach is always...
Hardware-based implementations of the Fast Fourier Transform (FFT) are highly regarded as they provi...
Arrays are mapped to processors through a two-step process---alignment followed by distribution---in...
The computation of the inverse of a number in finite fields, namely Galois Fields GF(p) or GF(2), is...
144 p.The security strength of Public Key Cryptosystems (PKCs) is attributed to the complex computat...
Speeding up fast Fourier transform (FFT) computations is critical for today's real-time systems...
Fast multiplication in a finite field GF(2m) is a basis step in communications engineering applicati...
1990 IEEE International Symposium on Circuits and Systems Part 3 (of 4), New Orleans, LA, USA, 1-3 M...
A method for generating sequences of memory addresses for a memory buffer having N*M locations inclu...
[[abstract]]The authors propose parallel implementation of prime-factor discrete cosine transform (D...