NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCES

NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCES

Bibliographic Details
Main Author: DAN LASCU
Format: Article
Language:English
Published: Naval Academy Press 2016-07-01
Series:Scientific Bulletin of Naval Academy
Online Access:https://www.anmb.ro/buletinstiintific/buletine/2016_Issue1/FCS/433-436.pdf
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spelling doaj-e938438d182649a8a8f6787d1279db442020-11-24T22:27:23ZengNaval Academy PressScientific Bulletin of Naval Academy1454-864X2392-89562016-07-0119110.21279/1454-864X-16-I1-073NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCESDAN LASCU0"Mircea cel Batran" Naval Academy, Romaniahttps://www.anmb.ro/buletinstiintific/buletine/2016_Issue1/FCS/433-436.pdf
collection DOAJ
language English
format Article
sources DOAJ
author DAN LASCU
spellingShingle DAN LASCU
NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCES
Scientific Bulletin of Naval Academy
author_facet DAN LASCU
author_sort DAN LASCU
title NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCES
title_short NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCES
title_full NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCES
title_fullStr NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCES
title_full_unstemmed NEW PERSPECTIVES IN THE METRIC THEORY OF CONTINUED FRACTION EXPANSION RELATED TO FIBONACCI TYPE SEQUENCES
title_sort new perspectives in the metric theory of continued fraction expansion related to fibonacci type sequences
publisher Naval Academy Press
series Scientific Bulletin of Naval Academy
issn 1454-864X
2392-8956
publishDate 2016-07-01
url https://www.anmb.ro/buletinstiintific/buletine/2016_Issue1/FCS/433-436.pdf
work_keys_str_mv AT danlascu newperspectivesinthemetrictheoryofcontinuedfractionexpansionrelatedtofibonaccitypesequences
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