Efficient approximations of the four-quadrant arctangent function have been developed using simple transformations on I and Q data. The proposed quadrant and octant based implementations can be used to achieve favorable trade-offs between computational cost and accuracy
Scan-conversion of Archimedes ' spiral (a straight line in polar coordinates) is investigated. ...
Recently, we have presented quadratic convergent algorithms depending on the method of arithmetic-ge...
AbstractThe quadratic approximation is a three dimensional analogue of the two dimensional Padé appr...
A general technique of error reduction to improve the accuracy of four-quadrant arctangent approxima...
Efficient approximations for the arctangent function using Lagrange interpolation and minimax optimi...
[EN] This article presents a new entry to the class of published algorithms for the fast computation...
Approximating π and attempting to square the circle have a long and interesting history. In 1875, C....
Spirals are surprisingly common in science, nature, physics, astronomy, flora and fauna, and the art...
Spirals are surprisingly common in science, nature, physics, astronomy, flora and fauna, and the art...
The verification of many algorithms for calculating transcendental functions is based on polynomial ...
Around 1700, renowned mathematicians started using arctangent identities to find digits of Pi. Their...
In this paper, we present a comprehensive overview of (perhaps) all possible approximations resultin...
The implementation of a library of basic functions for the construction and analysis of planar quint...
The quartic H-Bézier curve is used for the approximation of circular arcs. It has five control poin...
Today finite element method is a well established tool in engineering analysis and design. Though th...
Scan-conversion of Archimedes ' spiral (a straight line in polar coordinates) is investigated. ...
Recently, we have presented quadratic convergent algorithms depending on the method of arithmetic-ge...
AbstractThe quadratic approximation is a three dimensional analogue of the two dimensional Padé appr...
A general technique of error reduction to improve the accuracy of four-quadrant arctangent approxima...
Efficient approximations for the arctangent function using Lagrange interpolation and minimax optimi...
[EN] This article presents a new entry to the class of published algorithms for the fast computation...
Approximating π and attempting to square the circle have a long and interesting history. In 1875, C....
Spirals are surprisingly common in science, nature, physics, astronomy, flora and fauna, and the art...
Spirals are surprisingly common in science, nature, physics, astronomy, flora and fauna, and the art...
The verification of many algorithms for calculating transcendental functions is based on polynomial ...
Around 1700, renowned mathematicians started using arctangent identities to find digits of Pi. Their...
In this paper, we present a comprehensive overview of (perhaps) all possible approximations resultin...
The implementation of a library of basic functions for the construction and analysis of planar quint...
The quartic H-Bézier curve is used for the approximation of circular arcs. It has five control poin...
Today finite element method is a well established tool in engineering analysis and design. Though th...
Scan-conversion of Archimedes ' spiral (a straight line in polar coordinates) is investigated. ...
Recently, we have presented quadratic convergent algorithms depending on the method of arithmetic-ge...
AbstractThe quadratic approximation is a three dimensional analogue of the two dimensional Padé appr...