In applications, such as high quality audio, that need more than 16 bits of precision, the processing of signals on a 16-bit DSP requires double precision computation and is hence time consuming. Since in residue number system (RNS), the high precision data is decomposed to a lower precision for its processing, in this paper, we propose RNS for increasing the performance of such applications implemented on a single processor. We apply multirate architectures and also suggest some architectural extensions to the processor to further enhance the performance. The results show that performance improvement of more than 57% can be achieved with these implementations. We also show that the power dissipation can be significantly reduced with such i...
Speeding up addition is the key to faster digital signal processing (DSP). This can be achieved by e...
Digital signal processing has many applications in the areas of signal, radar, speech and image proc...
Residue Number System (RNS), which originates from the Chinese Remainder Theorem, offers a promising...
In applications, such as high quality audio, that need more than 16 bits of precision, the processin...
It is known that RNS VLSI processors can parallelize fixed-point addition and multiplication operati...
It is known that RNS VLSI processors can parallelize fixed-point addition and multiplication operati...
Abstract—In this paper, we discuss a number of issues emerged from our twenty-year long experience i...
Digital signal processors (DSP) are beginning to dominate the communications industry. The demand o...
This work is an investigation into the use of Residue Number System (RNS) architectures in the Very ...
Power dissipation has become one of the major limiting factors in the design of digital ASICs. Low p...
While number theory has often been shown to possess great potentials for simplifying the execution o...
This thesis explores the residue number system and how it can be used in a radio receiver. In this n...
Fast RNS (residue number system) algorithms which use only binary arithmetic are developed. Scaled r...
In previous works ([1]-[8]) we performed different experiments implementing FIR filtering structures...
Number systems have been used in many Digital Signal Processing (DSP) algorithms. The Residue Number...
Speeding up addition is the key to faster digital signal processing (DSP). This can be achieved by e...
Digital signal processing has many applications in the areas of signal, radar, speech and image proc...
Residue Number System (RNS), which originates from the Chinese Remainder Theorem, offers a promising...
In applications, such as high quality audio, that need more than 16 bits of precision, the processin...
It is known that RNS VLSI processors can parallelize fixed-point addition and multiplication operati...
It is known that RNS VLSI processors can parallelize fixed-point addition and multiplication operati...
Abstract—In this paper, we discuss a number of issues emerged from our twenty-year long experience i...
Digital signal processors (DSP) are beginning to dominate the communications industry. The demand o...
This work is an investigation into the use of Residue Number System (RNS) architectures in the Very ...
Power dissipation has become one of the major limiting factors in the design of digital ASICs. Low p...
While number theory has often been shown to possess great potentials for simplifying the execution o...
This thesis explores the residue number system and how it can be used in a radio receiver. In this n...
Fast RNS (residue number system) algorithms which use only binary arithmetic are developed. Scaled r...
In previous works ([1]-[8]) we performed different experiments implementing FIR filtering structures...
Number systems have been used in many Digital Signal Processing (DSP) algorithms. The Residue Number...
Speeding up addition is the key to faster digital signal processing (DSP). This can be achieved by e...
Digital signal processing has many applications in the areas of signal, radar, speech and image proc...
Residue Number System (RNS), which originates from the Chinese Remainder Theorem, offers a promising...