Apr 12, 2024 · We decompose m_4 to two complex-number n-bit moduli 2^n\pm\sqrt{-1}, which preserves the DR and the co-primality across the augmented moduli set.
Missing: 22n+ | Show results with:22n+
Dec 11, 2024 · In Section IV, we present a comparative assessment of the newly introduced complex moduli in contrast to modulo- ( 2 2 n + 1 ) superscript 2 2 ...
Missing: 22n+ | Show results with:22n+
Modulo-(22n+1) Arithmetic via Two Parallel n-bit Residue Channels · G. Jaberipur, Bardia Nadimi, Jeong-A Lee · Published in arXiv.org 12 April 2024 · Mathematics, ...
Jul 20, 2024 · Modulo-(22n+1) Arithmetic via Two Parallel n-bit Residue Channels. CoRR abs/2404.08228 (2024). [i3]. view. electronic edition via DOI (open ...
This modified diminished-1 adder can perform n-bit modulo 2n + 1 addition in less area and time than solutions that are based on the use of binary adders and/or ...
Moduli of the form 2n ± 1, which greatly simplify certain arithmetic operations in residue number systems (RNS), have been of longstanding interest. A steady ...
The proposed new RNS approximate and exact dividers partially uses a mixed radix reverse converter and two parallel 2n-bit dividers.
Missing: 22n+ | Show results with:22n+
In this paper, we present two novel architectures for designing modulo 2n+1 adders, based on parallel-prefix carry computation units, the first architecture ...
Missing: 22n+ via
Feb 27, 2015 · Ripple-carry modulo-(2 n -1) adders are realized simply as one's complement adders, where (2 n -1) serves as a second representation for 0.
Abstract—Moduli-set s5f2q,2q 6 1g is often the base of choice for realization of digital computations via residue number systems. The optimum arithmetic ...