Fault Resilient Galois Field Multiplier Design in Emerging Technologies

Poolakkaparambil, Mahesh; Mathew, Jimson; Jabir, Abusaleh

doi:10.1007/978-3-642-32112-2_28

Cited by 1 publication

(1 citation statement)

References 11 publications

Supporting

Mentioning

Contrasting

Order By: Relevance

“…From the review of all the existing available literatures (Liu et al 2011;Poolakkaparambil et al 2012;Lu et al 2013), it is implied that no work has been done so far on GF(2 m ) adder. Even no guideline has been provided by any researcher to assess the parameter of general GF(2 m ) adder…”

Section: Related Work and Their Realizationsmentioning

confidence: 99%

Introducing Galois field polynomial addition in quantum-dot cellular automata

Mukherjee

Panda²,

Mukhopadhyay³

et al. 2019

Appl Nanosci

View full text Add to dashboard Cite

The quantum-dot cellular automata, which provides a novel nano-computation paradigm, has got wide acceptance owing to its ultra-high operating speed, extremely low power dissipation with a considerable reduction in feature size. The QCA architectures are emerging as a potential alternative to the conventional complementary metal oxide semiconductor technology. This work mitigates the gap between QCA and coding theory, particularly finite field addition through a redesign-able, reproducible and scalable modular based approach. Primarily, a module to perform modulo-2 addition, namely M2A module is introduced. The notion of M2A module further results in a novel algorithm that generates an approach of QCA design of Galois field (GF)-based polynomial adders. The cost functions are calculated to estimate the operation of M2A-based polynomial adders, the proposed adders are compared with the conventional counterpart, and the best one is reported. The defect-and fault-tolerant behavior of GF(2 8 ) polynomial adder is also examined as a particular instance. KeywordsLayered T gate • QCA • Design rules of QCA • Galois field-based polynomial addition • Cost function • Defectand fault-tolerant QCA layout * Chiradeep Mukherjee

show abstract

Section: Related Work and Their Realizationsmentioning

confidence: 99%