Publication detail

On compositions of fractional derivatives

OPLUŠTIL, Z.

Original Title

On compositions of fractional derivatives

English Title

On compositions of fractional derivatives

Type

conference paper

Language

en

Original Abstract

The fractional calculus is a branch of mathematics which generalizes the integer-order calculus to non-integer order one. The definition of a fractional derivative known as Grunwald-Letnikov definition is recalled. Some interesting properties of these approaches are discussed and illustrated by examples.

English abstract

The fractional calculus is a branch of mathematics which generalizes the integer-order calculus to non-integer order one. The definition of a fractional derivative known as Grunwald-Letnikov definition is recalled. Some interesting properties of these approaches are discussed and illustrated by examples.

Keywords

Fractional calculus, Grunwald-Letnikov differ-integral, composition of fractional derivatives

RIV year

2007

Released

13.09.2007

Publisher

Univerzita obrany Brno

Location

Brno

ISBN

978-80-7231-274-0

Book

5. Konference o matematice a fyzice na vysokých školách technických

Edition number

1.

Pages from

231

Pages to

240

Pages count

10

Documents

BibTex


@inproceedings{BUT23703,
  author="Zdeněk {Opluštil}",
  title="On compositions of fractional derivatives",
  annote="The fractional calculus is a branch of mathematics which
generalizes the integer-order calculus to non-integer order one. The definition of a fractional derivative known as
Grunwald-Letnikov definition is recalled. Some interesting properties of these approaches are discussed and
illustrated by examples.",
  address="Univerzita obrany Brno",
  booktitle="5. Konference o matematice a fyzice na vysokých školách technických",
  chapter="23703",
  institution="Univerzita obrany Brno",
  year="2007",
  month="september",
  pages="231--240",
  publisher="Univerzita obrany Brno",
  type="conference paper"
}