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ME 2006d.02305
Neu, Keith
;
Deiermann, Paul
Using random tilings to derive a Fibonacci congruence.
(English)
Coll. Math. J. 37, No. 1, 44-47 (2006).
Many identities for general Fibonacci and Lucas sequences may be derived using counting arguments for random tilings. The authors exploit this idea to get a beautiful congruence relation for Fibonacci numbers.
Classification:
F65
Keywords:
fibonacci numbers
;
lucas numbers
;
random tiling
;
counting argument
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