Design of multipliers for moduli 24k+22k+1-23k+1-2k+1and (24k-23k+1+2k-1

P. S. Phalguna; Dattaguru V. Kamath; P. V.Ananda Mohan

doi:10.1109/CCUBE53681.2021.9702727

Design of multipliers for moduli 2^4k+2^2k+1-2^3k+1-2^k+1and (2^4k-2^3k+1+2^k-1

P. S. Phalguna
, Dattaguru V. Kamath
, P. V.Ananda Mohan

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution

Abstract

In this paper, the design of modulo multipliers for the moduli (24k+22k+1 -23k+1-2k+1and (24k-23k+1+2k-1 is investigated. These moduli are useful for constructing four moduli sets with interesting properties resulting in simpler RNS to binary conversion architectures. The derived architectures of the multipliers can facilitate binary to RNS conversion as well. Hardware requirements and multiplication time are derived in tems of basic gates and ASIC implementation results are presented.

Original language	English
Title of host publication	2021 International Conference on Circuits, Controls and Communications, CCUBE 2021
Publisher	Institute of Electrical and Electronics Engineers Inc.
ISBN (Electronic)	9781665402033
DOIs	https://doi.org/10.1109/CCUBE53681.2021.9702727
Publication status	Published - 2021
Event	2021 International Conference on Circuits, Controls and Communications, CCUBE 2021 - Bangalore, India Duration: 23-12-2021 → 24-12-2021

Publication series

Name	2021 International Conference on Circuits, Controls and Communications, CCUBE 2021

Conference

Conference	2021 International Conference on Circuits, Controls and Communications, CCUBE 2021
Country/Territory	India
City	Bangalore
Period	23-12-21 → 24-12-21

All Science Journal Classification (ASJC) codes

Control and Systems Engineering
Hardware and Architecture

Access to Document

10.1109/CCUBE53681.2021.9702727

Cite this

Phalguna, P. S., Kamath, D. V., & Mohan, P. V. A. (2021). Design of multipliers for moduli 2^4k+2^2k+1-2^3k+1-2^k+1and (2^4k-2^3k+1+2^k-1. In 2021 International Conference on Circuits, Controls and Communications, CCUBE 2021 (2021 International Conference on Circuits, Controls and Communications, CCUBE 2021). Institute of Electrical and Electronics Engineers Inc.. https://doi.org/10.1109/CCUBE53681.2021.9702727

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abstract = "In this paper, the design of modulo multipliers for the moduli (24k+22k+1 -23k+1-2k+1and (24k-23k+1+2k-1 is investigated. These moduli are useful for constructing four moduli sets with interesting properties resulting in simpler RNS to binary conversion architectures. The derived architectures of the multipliers can facilitate binary to RNS conversion as well. Hardware requirements and multiplication time are derived in tems of basic gates and ASIC implementation results are presented. ",

author = "Phalguna, \{P. S.\} and Kamath, \{Dattaguru V.\} and Mohan, \{P. V.Ananda\}",

note = "Publisher Copyright: {\textcopyright} 2021 IEEE.; 2021 International Conference on Circuits, Controls and Communications, CCUBE 2021 ; Conference date: 23-12-2021 Through 24-12-2021",

year = "2021",

doi = "10.1109/CCUBE53681.2021.9702727",

language = "English",

series = "2021 International Conference on Circuits, Controls and Communications, CCUBE 2021",

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booktitle = "2021 International Conference on Circuits, Controls and Communications, CCUBE 2021",

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Phalguna, PS, Kamath, DV & Mohan, PVA 2021, Design of multipliers for moduli 2^4k+2^2k+1-2^3k+1-2^k+1and (2^4k-2^3k+1+2^k-1. in 2021 International Conference on Circuits, Controls and Communications, CCUBE 2021. 2021 International Conference on Circuits, Controls and Communications, CCUBE 2021, Institute of Electrical and Electronics Engineers Inc., 2021 International Conference on Circuits, Controls and Communications, CCUBE 2021, Bangalore, India, 23-12-21. https://doi.org/10.1109/CCUBE53681.2021.9702727

Design of multipliers for moduli 2^4k+2^2k+1-2^3k+1-2^k+1and (2^4k-2^3k+1+2^k-1. / Phalguna, P. S.; Kamath, Dattaguru V.; Mohan, P. V.Ananda.
2021 International Conference on Circuits, Controls and Communications, CCUBE 2021. Institute of Electrical and Electronics Engineers Inc., 2021. (2021 International Conference on Circuits, Controls and Communications, CCUBE 2021).

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution

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Phalguna PS, Kamath DV, Mohan PVA. Design of multipliers for moduli 2^4k+2^2k+1-2^3k+1-2^k+1and (2^4k-2^3k+1+2^k-1. In 2021 International Conference on Circuits, Controls and Communications, CCUBE 2021. Institute of Electrical and Electronics Engineers Inc. 2021. (2021 International Conference on Circuits, Controls and Communications, CCUBE 2021). doi: 10.1109/CCUBE53681.2021.9702727