On Bicomplex Jacobsthal-Lucas Numbers

In this study we introduced a sequence of bicomplex numbers whose coefficients are chosen from the sequence of Jacobsthal-Lucas numbers. We also present some identities about the known some fundamental identities such as the Cassini's, Catalan's and Vajda's identities.

Bibliographic Details
Main Author: Serpil Halıcı
Format: Article
Language:English
Published: Mahmut Akyigit 2020-12-01
Series:Journal of Mathematical Sciences and Modelling
Subjects:
Online Access:https://dergipark.org.tr/tr/download/article-file/1345116
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author Serpil Halıcı
author_facet Serpil Halıcı
author_sort Serpil Halıcı
collection DOAJ
description In this study we introduced a sequence of bicomplex numbers whose coefficients are chosen from the sequence of Jacobsthal-Lucas numbers. We also present some identities about the known some fundamental identities such as the Cassini's, Catalan's and Vajda's identities.
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issn 2636-8692
language English
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spelling doaj.art-5a4790aee2254909ae26c53ad60d00422024-01-20T09:43:10ZengMahmut AkyigitJournal of Mathematical Sciences and Modelling2636-86922020-12-013313914310.33187/jmsm.8106551408On Bicomplex Jacobsthal-Lucas NumbersSerpil Halıcı0Sakarya Üniversitesi, Pamukkale ÜniversitesiIn this study we introduced a sequence of bicomplex numbers whose coefficients are chosen from the sequence of Jacobsthal-Lucas numbers. We also present some identities about the known some fundamental identities such as the Cassini's, Catalan's and Vajda's identities.https://dergipark.org.tr/tr/download/article-file/1345116bicomplex numberjacobsthal sequencerecurrences
spellingShingle Serpil Halıcı
On Bicomplex Jacobsthal-Lucas Numbers
Journal of Mathematical Sciences and Modelling
bicomplex number
jacobsthal sequence
recurrences
title On Bicomplex Jacobsthal-Lucas Numbers
title_full On Bicomplex Jacobsthal-Lucas Numbers
title_fullStr On Bicomplex Jacobsthal-Lucas Numbers
title_full_unstemmed On Bicomplex Jacobsthal-Lucas Numbers
title_short On Bicomplex Jacobsthal-Lucas Numbers
title_sort on bicomplex jacobsthal lucas numbers
topic bicomplex number
jacobsthal sequence
recurrences
url https://dergipark.org.tr/tr/download/article-file/1345116
work_keys_str_mv AT serpilhalıcı onbicomplexjacobsthallucasnumbers