AbstractThis paper is a continuation of a study of numerical software for evaluating elementary functions in a microcomputer environment. Here we describe three algorithms for evaluation of the exponential function that are based on rationals, polynomials and coarse table look-up, respectively. Focus is on the design of fast algorithms that preserve full machine precision in small scale machines which use truncated binary fixed point arithmetic with at most a sixteen-bit wordlength. Included in the paper is a comparison of the performance of these algorithms implemented in two contemporary microcomputers
Many general table-based methods for the evaluation in hardware of elementary functions have been pu...
We describe a new implementation of the elementary transcendental functions exp, sin, cos, log and a...
Accurate table methods allow for very accurate and efficient evaluation of elementary functions. We ...
AbstractThis paper is a continuation of a study of numerical software for evaluating elementary func...
AbstractThis paper is a continuation of a study of numerical software for evaluating elementary func...
AbstractThis paper describes the implementation of rational approximation algorithms for evaluation ...
AbstractThis paper treats the evaluation of one of the elementary functions on short wordlength comp...
Abstract: This study is concerned with designing and implementing a portable numerical software libr...
International audienceMany applications require the evaluation of some function through polynomial a...
This report describes research done at the Artificial Intelligence Laboratory of the Massachusetts I...
With computers, it is possible to evaluate some numerical functions such as f = exp, sin, arccos, et...
This textbook presents the concepts and tools necessary to understand, build, and implement algorith...
Computer method for determination of rational functions using sums of exponential approximation
Algorithms for the evaluation of polynomials on a hypothetical computer with k independent arithmeti...
The evaluation of small degree polynomials is critical for the computation of elementary functions. ...
Many general table-based methods for the evaluation in hardware of elementary functions have been pu...
We describe a new implementation of the elementary transcendental functions exp, sin, cos, log and a...
Accurate table methods allow for very accurate and efficient evaluation of elementary functions. We ...
AbstractThis paper is a continuation of a study of numerical software for evaluating elementary func...
AbstractThis paper is a continuation of a study of numerical software for evaluating elementary func...
AbstractThis paper describes the implementation of rational approximation algorithms for evaluation ...
AbstractThis paper treats the evaluation of one of the elementary functions on short wordlength comp...
Abstract: This study is concerned with designing and implementing a portable numerical software libr...
International audienceMany applications require the evaluation of some function through polynomial a...
This report describes research done at the Artificial Intelligence Laboratory of the Massachusetts I...
With computers, it is possible to evaluate some numerical functions such as f = exp, sin, arccos, et...
This textbook presents the concepts and tools necessary to understand, build, and implement algorith...
Computer method for determination of rational functions using sums of exponential approximation
Algorithms for the evaluation of polynomials on a hypothetical computer with k independent arithmeti...
The evaluation of small degree polynomials is critical for the computation of elementary functions. ...
Many general table-based methods for the evaluation in hardware of elementary functions have been pu...
We describe a new implementation of the elementary transcendental functions exp, sin, cos, log and a...
Accurate table methods allow for very accurate and efficient evaluation of elementary functions. We ...