The calculation of division and square root is widely used in edge computing related to
image processing, clustering, recognition, and reconstruction, among others. Their common …

This paper presents a new architecture, based on CORDIC and parabolic synthesis
methodology, for computing Nth root of a complex number. The proposed architecture uses …

In this paper, we propose a methodology for computing the square root of a complex number
based on a piecewise linear (PWL) approximation method. The proposed method relies on …

In this brief, we propose a low-complexity methodology to compute a complex square root
using only a circular coordinate rotation digital computer (CORDIC) as opposed to the state …

Complex reciprocal and square-root operations are used in many digital signal processing
(DSP) and numerical computations. In particular, high-throughput fixed-point …

In this paper, we propose a low-complexity and high-speed VLSI architecture design
methodology for complex square root computation using COordinate Rotation DIgital …

State-of-the-art approaches that perform root computations based on the COordinate
Rotation Digital Computer (CORDIC) algorithm suffer from high latency in performing …

A new method for the high-speed computation of double-precision floating-point reciprocal,
division, square root, and inverse square root operations is presented in this paper. This …

A recently proposed complex valued division algorithm designed for efficient hardware
implementations requires a prescaling step by a constant factor. Techniques for obtaining …

Traditional math libraries in high performance computing (HPC) are designed with accuracy
as the first priority. With the development of modern hardware processors and the expansion …