Publication Details
Modern Numerical Methods
Pospíšil Pavel, Ing. (DCSE FEECS BUT)
Sezemský Petr, Ing. (DCSE FEECS BUT)
Modern Numerical Methods, Modern Taylor Series Method, Finite Integrals, Fourier Series
The aim of the paper is to describe our new modern numerical methods and to show how to implement fully original- highly accurate and fast algorithms in up-to-date computer architectures to be effective. It is a fact that the accuracy and stability of the algorithms we have designed significantly exceeds the presently known systems from abroad. In particular, the paper wants to concentrate, using the previous results and latest development trends, on the simulation of dynamic systems and on extremely exact mathematical computations. The idea of implementation of our fully original - highly accurate and fast algorithms into advanced programs, the creation of application programs and an analysis of problems requiring parallel processing will be a part of our research. Definite integrals and integral equations, due to the number of applications, are very important mathematical tools. Their solution using the Modern Taylor Series Method is the subject of this paper.
@INPROCEEDINGS{FITPUB6238, author = "Ji\v{r}\'{i} Kunovsk\'{y} and Pavel Posp\'{i}\v{s}il and Petr Sezemsk\'{y}", title = "Modern Numerical Methods", pages = "181--186", booktitle = "In Proceedings of Conference Electronic Computers\&Informatics", year = 1998, location = "Kosice-Herlany, CZ", language = "english", url = "https://www.fit.vut.cz/research/publication/6238" }