Fibonacci Numbers Specific Numbers Recreations

Fibonacci Numbers Specific Numbers Recreations

Fibonacci Numbers

Fibonacci 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.

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- Using program VPCalc and code file FastFib.VPC. There are 5 of them, F(3184) thro' F(3188).
- Flash animation describing the series and the Golden Section
- Overview article in the Platonic Realms website.
- 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.
- Includes details of systematic matrix derivation of identities for Fibonacci and related sequences.
- Facts about the Fibonacci Sequence.
- A short biography of the mathematician Fibonacci as part of a longer Text called "The Art of Algebra".
- An illustrated article about their applications and history.
- Presented by Rajesh Ram.
- Provides information about fibonacci numbers, description, formulas and relation to other mathematical issues.
- Interesting Applets showing Binet's formula for Fibonacci numbers extended for Reals.
- 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.
- 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 numbers and the golden section in nature, art, geometry, architecture, music, geometry and even for calculating pi! Puzzles and investigations.
- An article in PASS mathematics magazine.
- Derivations usually omitted by gurus and left for the reader to agonize over.
- Focuses on Fibonacci numbers and related mathematics, emphasizing new results, research proposals, challenging problems, and new proofs of old ideas.
- Describes the mathematic theory behind the numbers.
- Information on Fibonacci Sequences.
- Biographies, photographs.
- Northern Arizona University, Flagstaff, Arizona, USA; 24--28 June 2002.
- The official publication of the Fibonacci Association tries to serve as a focal point for interest in Fibonacci numbers and related questions, especially with respect to new results, research proposals, challenging problems, and innovative proofs of old
- A site about fibonacci numbers in nature, art, geometry, architecture and music.
- Mathematical calculations; explanations of Phi, the Golden Ratio and Golden Rectangles; examples from art, architecture, music and nature.
- Tables of known factorizations of the first 10,000 Fibonacci and Lucas numbers.
- A description of the Golden Section and its importance in architecture. Includes instruction on how to construct a Golden Section starting with a square.

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