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Bilangan Fibonacci
{{pelbagai isu|{{cleanup|reason=memerlukan penterjemahan segera kerana sudah ditinggalkan sejak tahun 2008|date=Ogos 2014}}{{Terjemah|en|fabonacci number|date=Ogos 2014}}}}
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[[Image:FibonacciBlocks.svg|thumb|180px|right|Suatu ubinan dengan segi empat yang tepinya adalah bilangan Fibonaci berturut-turut pada panjangnya]]
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  | doi =
  | id = ISBN 978-0387972978 }}</ref>
* In 1991, Jean-Claude Perez proposed a connection between [[DNA]] [[base sequence]]s within [[gene sequence]]s and Fibonacci Numbers <ref>J.C. Perez (1991), [http://golden-ratio-in-dna.blogspot.com/2008/01/1991-first-publication-related-to.html "Chaos DNA and Neuro-computers: A Golden Link"], in ''Speculations in Science and Technology'' vol. 14 no. 4, {{ISSN|0155-7785}}</ref>.

== 
Popular cultureBudaya popular ==
{{main|Nombor Fibonacci numbers in popular culturedalam budaya popular}}
<!--NOTE: YOUR FAVOURITE FIBONACCI REFERENCE SHOULD ONLY BE IN MAIN ARTICLE (Fibonacci numbers in popular culture) AND MAY ALREADY BE THERE!-->

==Generalizations==
{{main|Generalizations of Fibonacci numbers}}
The Fibonacci sequence has been generalized in many ways. These include:
* Generalizing the index to negative integers to produce the [[Negafibonacci]] numbers.
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*[http://web.archive.org/web/20070715032716/http://mathdl.maa.org/convergence/1/?pa=content&sa=viewDocument&nodeId=630&bodyId=1002 Fibonacci Numbers] at [http://web.archive.org/web/20060212072618/http://mathdl.maa.org/convergence/1/ Convergence]
* [http://www.tools4noobs.com/online_tools/fibonacci/ Online Fibonacci calculator]

[[Kategori:Fibonacci numbers|*]]
[[Kategori:Articles containing proofs]]

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