Result Details

Partial Differential Equations in TKSL

KUNOVSKÝ, J.; KALUŽA, V.; KOPŘIVA, J. Partial Differential Equations in TKSL. Proceedings of CSE 2008. Košice: elfa, s.r.o., TU Kosice, 2008. p. 312-319. ISBN: 978-80-8086-092-9.
Type
conference paper
Language
English
Authors
Kunovský Jiří, doc. Ing., CSc., DITS (FIT)
Kaluža Vlastimil, Ing., DITS (FIT)
Kopřiva Jan, Ing. et Ing., Ph.D., DITS (FIT)
Abstract

In practical applications, the second order partial dierential
equations (PDE) and in particular the linear ones (elliptic, hyperbolic and parabolic) are of special importance. In second order linear partial dierential equations with constant coeficients, it is quite easy to obtain the exact solution for some special initial and boundary problems, which makes it easier to compare the methods used and asses their practical value for solving problems with other initial and boundary values, problems with non-constant coeficients or nonlinear problems.

Keywords

hyperbolic and parabolic PDE, three-point approximation

Published
2008
Pages
312–319
Proceedings
Proceedings of CSE 2008
Conference
International Scientific Conference on Computer Science and Engineering, CSE 2008
ISBN
978-80-8086-092-9
Publisher
elfa, s.r.o., TU Kosice
Place
Košice
BibTeX 
@inproceedings{BUT30905,
  author="Jiří {Kunovský} and Vlastimil {Kaluža} and Jan {Kopřiva}",
  title="Partial Differential Equations in TKSL",
  booktitle="Proceedings of CSE 2008",
  year="2008",
  pages="312--319",
  publisher="elfa, s.r.o., TU Kosice",
  address="Košice",
  isbn="978-80-8086-092-9"
}
Projects
Security-Oriented Research in Information Technology, MŠMT, Institucionální prostředky SR ČR (např. VZ, VC), MSM0021630528, start: 2007-01-01, end: 2013-12-31, running
Research groups
High Performance Computing Research Group (RG HPC)
Departments
Department of Intelligent Systems (DITS)
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