Detail publikace
Semianalytic Computation in TKSL
Originální název
Semianalytic Computation in TKSL
Anglický název
Semianalytic Computation in TKSL
Jazyk
en
Originální abstrakt
The aim of our paper is to describe a new modern numerical method based on the Taylor Series Method and to show how to evaluate the high accuracy and speed of the corresponding computations. It is also the aim of our paper to show how to calculate finite integrals that are the fundamental part in signal processing, especially in Fourier analysis and how to use it for symbolic operations. It is a fact that the accuracy and stability of the algorithms we have designed significantly exceeds the presently known systems. In particular, the paper wants to concentrate, using the previous results and latest development trends, on the simulation of dynamic systems and
Anglický abstrakt
The aim of our paper is to describe a new modern numerical method based on the Taylor Series Method and to show how to evaluate the high accuracy and speed of the corresponding computations. It is also the aim of our paper to show how to calculate finite integrals that are the fundamental part in signal processing, especially in Fourier analysis and how to use it for symbolic operations. It is a fact that the accuracy and stability of the algorithms we have designed significantly exceeds the presently known systems. In particular, the paper wants to concentrate, using the previous results and latest development trends, on the simulation of dynamic systems and
BibTex
@inproceedings{BUT34827,
author="Jiří {Kunovský} and Michal {Kadák} and Václav {Šátek}",
title="Semianalytic Computation in TKSL",
annote="The aim of our paper is to describe a new modern numerical method based on the
Taylor Series Method and to show how to evaluate the high accuracy and speed of
the corresponding computations. It is also the aim of our paper to show how to
calculate finite integrals that are the fundamental part in signal processing,
especially in Fourier analysis and how to use it for symbolic operations.
It is a fact that the accuracy and stability of the algorithms we have designed
significantly exceeds the presently known systems. In particular, the paper wants
to concentrate, using the previous results and latest development trends, on the
simulation of dynamic systems and",
address="Institute of Electrical and Electronics Engineers",
booktitle="Proceedings of the 16th International Scientific and Practical Conference of Students, Post-graduates and Young Scientists, MODERN TECHNIQUE AND TECHNOLOGIES MTT 2010",
chapter="34827",
edition="NEUVEDEN",
howpublished="print",
institution="Institute of Electrical and Electronics Engineers",
year="2010",
month="april",
pages="116--118",
publisher="Institute of Electrical and Electronics Engineers",
type="conference paper"
}