Combinatorics, Automata and Number Theory CANT

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$Transcendental number / Thue–Siegel–Roth theorem / Irrational number / Number / Fibonacci number / Normal number / Field extension / Continued fraction / Liouville number / Mathematics / Diophantine approximation / Number theory$ Date: 2009-12-11 03:38:19 Transcendental number Thue–Siegel–Roth theorem Irrational number Number Fibonacci number Normal number Field extension Continued fraction Liouville number Mathematics Diophantine approximation Number theory		Combinatorics, Automata and Number Theory CANT Add to Reading List Source URL: math.univ-lyon1.fr Download Document from Source Website File Size: 538,47 KB Share Document on Facebook

	Tuesday Daily Gather: Fibonacci. by Brian Jonah Brian’s brother has a favorite positive integer n, and he wants to find a Fibonacci number Fk such that n \| Fk . Obviously, the trivial case F0 = 0 = n · 0 satisfies th DocID: 1vqGw - View Document
	Tuesday Daily Gather: Fibonacci. by Brian Jonah Brian’s brother has a favorite positive integer n, and he wants to find a Fibonacci number Fk such that n \| Fk . Obviously, the trivial case F0 = 0 = n · 0 satisfies th DocID: 1v4RY - View Document
	THE NUMBER OF k-DIGIT FIBONACCI NUMBERS JAN-CHRISTOPH PUCHTA Define a(k) to be the number of k-digit Fibonacci numbers. For n > 5, we have 1.6Fn−1 < Fn < 1.7Fn−1 . Thus if Fn is the least k-digit Fibonacci number, we DocID: 1uaXr - View Document
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