Detail publikace

# Partial Differential Equations in TKSL

Originální název

Partial Differential Equations in TKSL

Anglický název

Partial Differential Equations in TKSL

Jazyk

en

Originální abstrakt

In practical applications, the second order partial di erential equations (PDE) and in particular the linear ones (elliptic, hyperbolic and parabolic) are of special importance. In second order linear partial di erential 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.

Anglický abstrakt

In practical applications, the second order partial di erential equations (PDE) and in particular the linear ones (elliptic, hyperbolic and parabolic) are of special importance. In second order linear partial di erential 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.

BibTex

``````
@inproceedings{BUT30905,
author="Jiří {Kunovský} and Vlastimil {Kaluža} and Jan {Kopřiva}",
title="Partial Differential Equations in TKSL",
annote="In practical applications, the second order partial dierential
equations (PDE) and in particular the linear ones (elliptic, hyperbolic and
parabolic) are of special importance. In second order linear partial dierential
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.",