A Residue-to-Binary Converter for the Extended Four-Moduli Set $\{2^{n}-1, 2^{n}+1, 2^{2n}+1, 2^{2n+p}\} $
- Ahmad Hiasat
- IEEE Transactions on Very Large Scale Integration…
- 2017
Abstract
Residue Number Systems (RNS) are useful for distributing large dynamic range computations over small modular rings, which allows the speed up of computations. This feature is well known, and already used in both DSP and cryptography. In this paper we deal with implementation for huge numbers like those used for ciphering as with RSA or ECC on prime finite… (More)
Topics
- RAINE SYNDROME
- Cryptography
- Evidence of Contractor Compliance Document
- Computation
- Cryptosystem
- Dynamic range
- Modular programming
- Multiplication algorithm
- RSA
- Ring device
- Parameter
- Residue after Decontamination Medical Device Problem
- Digital signal processor
- Document
- Communications protocol
- Algorithm
- Confusion and diffusion
- Archive
- Modular design
- HAL
2 Figures and Tables
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