Residue number systems (RNSs) and arithmetic are useful for several reasons. First, a great
deal of computing now takes place in embedded processors, such as those found in mobile …

The speed of arithmetic operations depends on the size of the numbers involved. Smaller
numbers have faster operations. That is exactly the reason why residue number systems are …

The speed of arithmetic operation is associated with the quantity of the numbers involved.
Residue Number System (RNS) is used to characterize a more significant numeral using a …

Cloud security issues are important factors for data storage and processing. Apart from the
existing security and reliability problems of traditional distributed computing, there are new …

A modular adder is a very instrumental arithmetic component in implementing online residue-
based computations for many digital signal processing applications. It is also a basic …

Deep Neural Networks (DNNs) are currently used in many fields, including critical real-time
applications. Due to its compute-intensive nature, speeding up DNNs has become an …

The residue-to-binary conversion is the crucial step for residue arithmetic. The traditional
methods are the Chinese remainder theorem (CRT) and the mixed radix conversion. This …

The increasing availability of medical images generated via different imaging techniques
necessitates the need for their remote analysis and diagnosis, especially when such …

The Chinese remainder theorem (CRT) and mixed-radix conversion (MRC) are two classic
theorems used to convert a residue number to its binary correspondence for a given moduli …

The use of parallel computing in the field of digital signal processing (DSP) is associated
with the continuous growth of performance requirements of computing facilities [1]-[3]. But at …