Add to ORKGThe study of the numerical error that can occur in solving systems is an important topic. In various fields of math and science, a great deal of precision and accuracy is needed when approximating the solutions to problems. It is important to be able to calculate the error of an approximation, as well as the potential error that can occur. Then main topics w
Most engineering problems must be solved by numerical methods that in general are able to provide o...
The classical optimization problem in function space, expressed in simple form leads to the formulat...
The focus of the research was on numerical errors committed in foundation phase mathematics. It ther...
[...] In the chapter there are discussed basic types of floating-point calculations errors which re...
The introduction of mathematical software packages such as Excel1, MATLAB2 and Polymath3 into the fi...
Numerical Analysis is an elementary introduction to numerical analysis, its applications, limitation...
When solving problems of mathematical physics using numerical methods we always encounter three basi...
The classical theory of numerical methods for partial differential equations is concerned to a large...
Abstract. The most important in the practical plan questions of reliable estimations of finite eleme...
The importance of accuracy verification methods was understood at the very beginning of the developm...
Recent decades have seen a very rapid success in developing numerical methods based on explicit cont...
This well-respected book introduces readers to the theory and application of modern numerical approx...
Hamming once said, "The purpose of computing is insight, not numbers." If that is so, then...
In this paper, two methods are described for obtaining estimates of the error of rational functions ...
Introduction to numerical methods used in the sciences and engineering. Included will be methods for...
Most engineering problems must be solved by numerical methods that in general are able to provide o...
The classical optimization problem in function space, expressed in simple form leads to the formulat...
The focus of the research was on numerical errors committed in foundation phase mathematics. It ther...
[...] In the chapter there are discussed basic types of floating-point calculations errors which re...
The introduction of mathematical software packages such as Excel1, MATLAB2 and Polymath3 into the fi...
Numerical Analysis is an elementary introduction to numerical analysis, its applications, limitation...
When solving problems of mathematical physics using numerical methods we always encounter three basi...
The classical theory of numerical methods for partial differential equations is concerned to a large...
Abstract. The most important in the practical plan questions of reliable estimations of finite eleme...
The importance of accuracy verification methods was understood at the very beginning of the developm...
Recent decades have seen a very rapid success in developing numerical methods based on explicit cont...
This well-respected book introduces readers to the theory and application of modern numerical approx...
Hamming once said, "The purpose of computing is insight, not numbers." If that is so, then...
In this paper, two methods are described for obtaining estimates of the error of rational functions ...
Introduction to numerical methods used in the sciences and engineering. Included will be methods for...
Most engineering problems must be solved by numerical methods that in general are able to provide o...
The classical optimization problem in function space, expressed in simple form leads to the formulat...
The focus of the research was on numerical errors committed in foundation phase mathematics. It ther...