On the recursive sequence xn+1=xn−(4k+3)1+∏t=02xn−(k+1)t−k

The solution of the difference equation (Formula presented.),..., where x−(4k+3), x−(4k+2),..., x−1, x0 ∈ (0, ∞) and k = 0, 1,..., is studied.

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Publication Name
(dc.title)
On the recursive sequence xn+1=xn−(4k+3)1+∏t=02xn−(k+1)t−k
Author/s
(dc.contributor.yazarlar)
Dağıstan Simsek, Fahreddin Abdullayev
Publication type
(dc.type)
Makale
Language
(dc.language)
İngilizce
Publication year
(dc.date.issued)
2017
National/International
(dc.identifier.ulusaluluslararasi)
Uluslararası
Source
(dc.relation.journal)
Journal of Mathematical Sciences
Number
(dc.identifier.issue)
6
Volume/Issue
(dc.identifier.volume)
222
Page
(dc.identifier.startpage)
762-771
ISSN/ISBN
(dc.identifier.issn)
ISSN: 1072-3374; Online ISSN: 1573-8795
Publisher
(dc.publisher)
Springer
Databases
(dc.contributor.veritaban)
Springer
Databases
(dc.contributor.veritaban)
Scopus
Index Type
(dc.identifier.index)
Scopus
Impact Factor
(dc.identifier.etkifaktoru)
CiteScore 2016 - 0.17 / SJR 2016 - 0.214 / SNIP 2016 / 0.307
Abstract
(dc.description.abstract)
The solution of the difference equation (Formula presented.),..., where x−(4k+3), x−(4k+2),..., x−1, x0 ∈ (0, ∞) and k = 0, 1,..., is studied.
URL
(dc.rights)
https://link.springer.com/article/10.1007%2Fs10958-017-3330-7
Faculty / Institute
(dc.identifier.fakulte)
Fen Fakültesi
Department
(dc.identifier.bolum)
Uygulamalı Matematik ve Enformatik Bölümü
Author(s) in the Institution
(dc.contributor.author)
Dağıstan ŞİMŞEK
Author(s) in the Institution
(dc.contributor.author)
Fahreddin ABDULLAYEV
Kayıt No
(dc.identifier.kayitno)
BL60803EC1
Record Add Date
(dc.date.available)
2017-12-26
Notes (Publication year)
(dc.identifier.notyayinyili)
1 May 2017
Subject Headings
(dc.subject)
difference equation
Subject Headings
(dc.subject)
periodic 4k+4 solution
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