Conference paper

KUNOVSKÝ Jiří and HONZÍK Petr. Definite Integrals in TKSL, Maple and Matlab. In: Proceedings of the Fifth International Scientific Conference Electronic Computers and Informatics 2002. Letná 42, 040 01 TU Košice: The University of Technology Košice, 2002, pp. 22-24. ISBN 80-7099-879-2.
Publication language:english
Original title:Definite Integrals in TKSL, Maple and Matlab
Title (cs):Určité integrály v TKSL, Maplu a Matlabu
Pages:22-24
Proceedings:Proceedings of the Fifth International Scientific Conference Electronic Computers and Informatics 2002
Conference:The Fifth International Scientific Conference Electronic Computers and Informatics 2002
Place:Letná 42, 040 01 TU Košice, SK
Year:2002
ISBN:80-7099-879-2
Publisher:The University of Technology Košice
Keywords
TKSL, Definite integrals, Modern Taylor Series Method
Annotation
For the derivatives of all decent functions analytic formulas can be found but with integration this is only true for very special decent functions. For all functions that have Taylor series the calculation of their integrals can be conducted indirectly via their derivatives. Thus, the problem of solving a definite one-dimensional integral taken as a function of the upper boundary can be transformed to solving a system of differential equations. The best way how to solve the system of differential equations is to use the Modern Taylor Series Method.
BibTeX:
@INPROCEEDINGS{
   author = {Ji{\v{r}}{\'{i}} Kunovsk{\'{y}} and Petr
	Honz{\'{i}}k},
   title = {Definite Integrals in TKSL, Maple and Matlab},
   pages = {22--24},
   booktitle = {Proceedings of the Fifth International Scientific Conference
	Electronic Computers and Informatics 2002},
   year = {2002},
   location = {Letn{\'{a}} 42, 040 01 TU Ko{\v{s}}ice, SK},
   publisher = {The University of Technology Ko{\v{s}}ice},
   ISBN = {80-7099-879-2},
   language = {english},
   url = {http://www.fit.vutbr.cz/research/view_pub.php?id=7000}
}

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