CORDIC stands for Co-Ordinate Rotation Digital Computer. CORDIC play a major role in the
calculation of the hyperbolic and trigonometric functions. CORDIC algorithm is used to …

The Coordinate Rotational Digital Computer (CORDIC) algorithm allows computation of
trigonometric, hyperbolic, natural log and square root functions. This iterative algorithm uses …

The CORDIC algorithm is used in the evaluation of a wide variety of elementary functions. It
is a simple and elegant method, but it suffers from the problem of long latency. The angle …

COordinate Rotation Digital Computer (CORDIC) algorithm was introduced for performing
computing tasks such as the calculation of trigonometric, hyperbolic and logarithmic …

In Digital Signal Processing, trigonometry and complex multiplications are used in many
signal equations, such as synchronization and equalization. Therefore, a fast and an …

Coordinate Rotation Digital Computer (CORDIC) was an efficient algorithm to compute
elementary arithmetic such as multiplication, division, and root extractions. However …

Many hardware efficient algorithms exist for hardware signal processing architecture.
Among these algorithm there is a set of shift-add algorithms collectively known as CORDIC …

COordinate Rotation DIgital Computer (CORDIC) algorithm has become widely researched
topic in the field of vector rotated Digital Signal Processing (DSP) applications due to its …

This article presents a composed architecture for the CORDIC algorithm. CORDIC is a
widely used technique to calculate basic trigonometric functions using only additions and …

CORDIC algorithm has been widely used for efficient implementation of vector rotation
operations in hardware. However, it's hard to achieve small iteration numbers while not …