Pisano period (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Pisano period" in English language version.

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513^th place

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5,310^th place

1theoremoftheday.org

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26^th place

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742^nd place

538^th place

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doi.org

Freyd & Brown (1992) Freyd, Peter; Brown, Kevin S. (1992), "Problems and Solutions: Solutions: E3410", Amer. Math. Monthly, 99 (3): 278–279, doi:10.2307/2325076, JSTOR 2325076

icm.edu.pl

matwbn.icm.edu.pl

On Arithmetical functions related to the Fibonacci numbers. Acta Arithmetica XVI (1969). Retrieved 22 September 2011.

jstor.org

Freyd & Brown (1992) Freyd, Peter; Brown, Kevin S. (1992), "Problems and Solutions: Solutions: E3410", Amer. Math. Monthly, 99 (3): 278–279, doi:10.2307/2325076, JSTOR 2325076

oeis.org

Graph of the cycles modulo 1 to 24. Each row of the image represents a different modulo base n, from 1 at the bottom to 24 at the top. The columns represent the Fibonacci numbers mod n, from F(0) mod n at the left to F(59) mod n on the right. In each cell, the brightness indicates the value of the residual, from dark for 0 to near-white for n−1. Blue squares on the left represent the first period; the number of blue squares is the Pisano number.

ship.edu

webspace.ship.edu

"The Fibonacci Sequence Modulo M, by Marc Renault". webspace.ship.edu. Retrieved 2018-08-22.

theoremoftheday.org

A Theorem on Modular Fibonacci Periodicity. Theorem of the Day (2015). Retrieved 7 January 2016.

wolfram.com

mathworld.wolfram.com

Weisstein, Eric W. "Pisano Period". MathWorld.