DescriptionFibonacci numbers, named after Italian mathematician Leonardo Fibonacci, are the numbers in the Fibonacci sequence 0, 1, 1, 2, 3, 5, 8, 13, 21, . . . , each of which, after the second is the sum of the two previous ones.
- 10th International Conference on Fibonacci Numbers and their Applications - Northern Arizona University, Flagstaff, Arizona, USA; 24--28 June 2002.
- Amof:Information on Fibonacci Sequences - Information on Fibonacci Sequences.
- Extensions of the golden section and Fibonacci series - Describes an extended Fibonacci series in which each number is the sum of the preceding three or more numbers. A corresponding extended golden section is also described.
- Fibonacci and Lucas Numbers - Electrical equivalence of discrete lumped cascaded T sections with the infinitesimal transmission line of distributed elements and with the Fibonacci and Lucas Numbers of 2n.
- Fibonacci Facts - Facts about the Fibonacci Sequence.
- Fibonacci Number-Theorists - Biographies, photographs.
- Fibonacci Numbers - Describes the series and lists a some iterations.
- Fibonacci Numbers - Describes the mathematic theory behind the numbers.
- Fibonacci Numbers and the Golden Section - Fibonacci numbers and the golden section in nature, art, geometry, architecture, music, geometry and even for calculating pi! Puzzles and investigations.
- Fibonacci Numbers Formulae - Presented by Rajesh Ram.
- Fibonacci Numbers Spelled Out - Derivations usually omitted by gurus and left for the reader to agonize over.
- Fibonacci resources - Includes details of systematic matrix derivation of identities for Fibonacci and related sequences.
- Fibonacci Sequence - Overview article in the Platonic Realms website.
- Mongoven, Casey - Official site of California-born artist who specializes in Fibonacci and golden proportion compositions. Includes music, art, writings on Fibonacci Numbers, favorite sequences, pictures, contact information, and links. In English and German.
- Textism - Flash animation describing the series and the Golden Section
- The Fibonacci Association - Focuses on Fibonacci numbers and related mathematics, emphasizing new results, research proposals, challenging problems, and new proofs of old ideas.
- Willem's Fibonacci site - Provides information about fibonacci numbers, description, formulas and relation to other mathematical issues.
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