Publication detail

On representation of a smooth system by discrete one

NEUMAN, F.

Original Title

On representation of a smooth system by discrete one

English Title

On representation of a smooth system by discrete one

Type

conference paper

Language

en

Original Abstract

Some criteria, conditions or formulae in system modelling require differentiability of functions involved. Sometimes we succeed to replace these relations by other conditions, equivalent to the previous ones, without any requirements on smoothness. It may help us to use experimental data and to verify these conditions on computers. We present here one of such representations that concerns decomposition of functions. An open problem is also mentioned.

English abstract

Some criteria, conditions or formulae in system modelling require differentiability of functions involved. Sometimes we succeed to replace these relations by other conditions, equivalent to the previous ones, without any requirements on smoothness. It may help us to use experimental data and to verify these conditions on computers. We present here one of such representations that concerns decomposition of functions. An open problem is also mentioned.

Keywords

Representation, smooth systems, discrete systems

RIV year

2005

Released

12.09.2005

Publisher

University of Technology, Lviv

Location

Lviv, Ukraine

ISBN

83-7199-373-0

Book

Proceedings of the 10-th International Modelling School of AMSE-UAPL

Edition number

1.

Pages from

149

Pages to

154

Pages count

6

URL

ÚM FEKT VUT Brno

BibTex


@inproceedings{BUT15814,
  author="František {Neuman}",
  title="On representation of a smooth system by discrete one",
  annote="Some criteria, conditions or formulae in system modelling require differentiability of functions
involved. Sometimes we succeed to replace these relations by other conditions, equivalent to the
previous ones, without any requirements on smoothness. It may help us to use experimental data and to verify these conditions on computers.
We present here one of such representations that concerns decomposition of functions. An open problem is also mentioned.",
  address="University of Technology, Lviv",
  booktitle="Proceedings of the 10-th International Modelling School of AMSE-UAPL",
  chapter="15814",
  institution="University of Technology, Lviv",
  year="2005",
  month="september",
  pages="149",
  publisher="University of Technology, Lviv",
  type="conference paper"
}