Publication result detail

Discretized pantograph equation with a forcing term: Note on asymptotic estimate

KUNDRÁT, P.

Original Title

Discretized pantograph equation with a forcing term: Note on asymptotic estimate

English Title

Discretized pantograph equation with a forcing term: Note on asymptotic estimate

Type

Paper in proceedings (conference paper)

Original Abstract

The paper deals with the asymptotic estimate of solutions of a difference equation, which arises as a discretization of pantograph equation with a forcing term. The term with delayed argument is approximated via linear interpolation between the closest mesh points. The derived asymptotic estimate is compared with the estimate corresponding to the continuous counterpart.

English abstract

The paper deals with the asymptotic estimate of solutions of a difference equation, which arises as a discretization of pantograph equation with a forcing term. The term with delayed argument is approximated via linear interpolation between the closest mesh points. The derived asymptotic estimate is compared with the estimate corresponding to the continuous counterpart.

Keywords

asymptotic estimate, difference equation

Key words in English

asymptotic estimate, difference equation

Authors

KUNDRÁT, P.

RIV year

2011

Released

01.11.2010

Publisher

World Scientific Publishing Co.

Location

London

ISBN

978-981-4287-64-7

Book

DISCRETE DYNAMICS AND DIFFERENCE EQUATIONS Proceedings of the Twelfth International Conference on Difference Equations and Applications

Pages from

307

Pages to

312

Pages count

6

BibTex

@inproceedings{BUT36429,
  author="Petr {Tomášek}",
  title="Discretized pantograph equation with a forcing term: Note on asymptotic estimate",
  booktitle="DISCRETE DYNAMICS AND DIFFERENCE EQUATIONS Proceedings of the Twelfth International Conference on Difference Equations and Applications",
  year="2010",
  pages="307--312",
  publisher="World Scientific Publishing Co.",
  address="London",
  isbn="978-981-4287-64-7"
}