Article
On the First Digits of the Fibonacci Numbers and Their Euler Function
Authors
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Abstract
Here, we show that given any two finite strings of base b digits, say s 1 and s 2, there are infinitely many Fibonacci numbers F n such that the base b representation of F n starts with s 1 and the base b representation of φ(F n) starts with s 2.
Keywords
Euler function, Fibonacci numbers, digits distribution.
Citation
Luca, F. & Stanica, P. (2014). On the first digits of the fibonacci numbers and their euler function. Uniform Distribution Theory, 9(1), 21–25.
F. Luca and P. Stanica, “On the first digits of the fibonacci numbers and their euler function,” Uniform Distribution Theory, vol. 9, no. 1, pp. 21–25, 2014.
Luca F, Stanica P. On the first digits of the fibonacci numbers and their euler function. Uniform Distribution Theory. 2014;9(1):21–25.
Luca, F. and Stanica, P. (2014), ‘On the first digits of the fibonacci numbers and their euler function’, Uniform Distribution Theory, 9(1), pp. 21–25.
Luca, Florian, and Pantelimon Stanica. “On the First Digits of the Fibonacci Numbers and Their Euler Function.” Uniform Distribution Theory, vol. 9, no. 1, 2014, pp. 21–25.
Luca, Florian, and Pantelimon Stanica. “On the First Digits of the Fibonacci Numbers and Their Euler Function.” Uniform Distribution Theory 9, no. 1 (2014): 21–25.
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Published by: Engineering Journals
