The FFT support in an Ericsson's proprietary DSP is to be improved in order to achieve high performance without disrupting the current DSP architecture too much. The FFT:s and inverse FFT:s in question should support FFT sizes ranging from 12-2048, where the size is a multiple of prime factors 2, 3 and 5. Especially memory access conflicts could cause low performance in terms of speed compared with existing hardware accelerator. The problem addressed in this thesis is how to minimise these memory access conflicts. The studied FFT is a mixed-radix DIT FFT where the butterfly results are written back to addresses of a certain order. Furthermore, different buffer structures and sizes are studied, as well as different order in which to perform ...
This thesis discusses the problem of the large area consumption required to perform fast Fourier tra...
Fast Fourier Transform (FFT) and Discrete Fourier Transform (DFT) are the two very important buildin...
In this thesis, first we investigate the principle of finding the optimized coefficient set of IntFF...
The FFT support in an Ericsson's proprietary DSP is to be improved in order to achieve high performa...
[[abstract]]Memory−based architectures have received great attention for single−chip implementation ...
[[abstract]]Memory-based designs of the fast Fourier transform (FFT) processor are attractive for si...
An efficient parallel form in digital signal processor can improve the algorithm performance. The bu...
Abstract — Memory-based designs of the fast Fourier transform (FFT) processor are attractive for si...
This paper analyzes the limits of FFT performance on FPGAs. For this purpose, a FFT generation tool ...
Speeding up fast Fourier transform (FFT) computations is critical for today's real-time systems...
The binary tree decomposition allows for obtaining a large number of algorithms that can be used to ...
I In this thesis, we investigate several FFT implementations with the basic radix-2 algorithm, based...
Several SOA (state of the art) self-tuning software libraries exist, such as the Fastest Fourier Tra...
In this work, we analyze different approaches to store the coefficient twiddle factors for different...
This brief presents a novel 4096-point radix-4 memory-based fast Fourier transform (FFT). The propos...
This thesis discusses the problem of the large area consumption required to perform fast Fourier tra...
Fast Fourier Transform (FFT) and Discrete Fourier Transform (DFT) are the two very important buildin...
In this thesis, first we investigate the principle of finding the optimized coefficient set of IntFF...
The FFT support in an Ericsson's proprietary DSP is to be improved in order to achieve high performa...
[[abstract]]Memory−based architectures have received great attention for single−chip implementation ...
[[abstract]]Memory-based designs of the fast Fourier transform (FFT) processor are attractive for si...
An efficient parallel form in digital signal processor can improve the algorithm performance. The bu...
Abstract — Memory-based designs of the fast Fourier transform (FFT) processor are attractive for si...
This paper analyzes the limits of FFT performance on FPGAs. For this purpose, a FFT generation tool ...
Speeding up fast Fourier transform (FFT) computations is critical for today's real-time systems...
The binary tree decomposition allows for obtaining a large number of algorithms that can be used to ...
I In this thesis, we investigate several FFT implementations with the basic radix-2 algorithm, based...
Several SOA (state of the art) self-tuning software libraries exist, such as the Fastest Fourier Tra...
In this work, we analyze different approaches to store the coefficient twiddle factors for different...
This brief presents a novel 4096-point radix-4 memory-based fast Fourier transform (FFT). The propos...
This thesis discusses the problem of the large area consumption required to perform fast Fourier tra...
Fast Fourier Transform (FFT) and Discrete Fourier Transform (DFT) are the two very important buildin...
In this thesis, first we investigate the principle of finding the optimized coefficient set of IntFF...