Description
Title: SIGN DETECTION AND SIGNED INTEGER COMPARISON FOR THE THREE-MODULI SET {2n ±1, 2n+k}
Abstract: In a residue number system, comparison, division, and sign detection are regarded as difficult operations (RNS). Converting RNS numbers to binary formats and then carrying out complex operations using standard binary operators is an easy solution. The application of RNS can be expanded to cases involving these operations if effective circuits are provided for comparison, division, and sign detection. In the three-moduli set τ = {2n−1, 2n+k, 2n+1}, (0 ≤ k ≤ n), we have only found one hardware realization for RNS comparison. This paper proposes an efficient RNS comparator for moduli set that uses a sign-detection method and performs better than its competitors. Dynamic range partitioning (DRP), which was just recently presented for unsigned RNS comparison, is used by the proposed sign detector and comparator. The proposed comparator’s delay and cost are less than those of the earlier works, making it suitable for RNS applications with minimal delay and expense.
Keywords: computer arithmetic, residue number system, signed integer comparison, dynamic range partitioning
Paper Quality: SCOPUS / Web of Science Level Research Paper
Paper type: Analysis Based Research Paper
Subject: Computer Science
Writer Experience: 20+ Years
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