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Modular arithmetic using low order redundant bases | IEEE Journals & Magazine | IEEE Xplore

Modular arithmetic using low order redundant bases


Abstract:

N-digit, radix-α bases are proposed for VLSI implementation of redundant arithmetic, mod m, where <α/sup N/> m = ±1, <α/sup j/> m≠±1, for 0 < j < N and m is prime. These ...Show More

Abstract:

N-digit, radix-α bases are proposed for VLSI implementation of redundant arithmetic, mod m, where <α/sup N/> m = ±1, <α/sup j/> m≠±1, for 0 < j < N and m is prime. These bases simplify arithmetic overflow and are well suited to redundant arithmetic. The representations provide competitive, multiplierless T-point number theoretic transforms, mod m, where Tl N or Tl 2N.
Published in: IEEE Transactions on Computers ( Volume: 46, Issue: 5, May 1997)
Page(s): 611 - 616
Date of Publication: 31 May 1997

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