Publication detail
On (q,h) - analogue of fractional calculus
ČERMÁK, J. NECHVÁTAL, L.
Czech title
O (q,h) - analogii zlomkového kalkulu
English title
On (q,h) - analogue of fractional calculus
Type
journal article - other
Language
en
Original abstract
The paper discusses fractional integrals and fractional derivatives appearing in the so-called (q,h)-calculus. There are introduced basic definitions and properties of these notions as well as comparisons with the known definitions and results.
Czech abstract
Článek se zabývá zlomkovými integrály a zlomkovými derivacemi, které se vyskytují v tzv. (q,h)-kalkulu. Jsou zde zavedeny základní definice a vlastnosti těchto pojmů, včetně srovnání s dosud známymi definicemi a výsledky.
English abstract
The paper discusses fractional integrals and fractional derivatives appearing in the so-called (q,h)-calculus. There are introduced basic definitions and properties of these notions as well as comparisons with the known definitions and results.
Keywords in Czech
Zlomková derivace, zlomkový integrál, (q,h)-kalkulus.
Keywords in English
Fractional derivative, fractional integral, (q,h)-calculus.
RIV year
2010
Released
01.04.2010
Publisher
Atlantic Press
ISSN
1402-9251
Journal
JOURNAL OF NONLINEAR MATHEMATICAL PHYSICS
Volume
17
Number
1
Pages from–to
1–18
Pages count
18
BIBTEX
@article{BUT49398,
author="Jan {Čermák} and Luděk {Nechvátal},
title="On (q,h) – analogue of fractional calculus",
journal="JOURNAL OF NONLINEAR MATHEMATICAL PHYSICS",
year="2010",
volume="17",
number="1",
month="April",
pages="1--18",
publisher="Atlantic Press",
issn="1402-9251"
}