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comparing irrational numbers and approximating them by rational numbers

L^aT_eX

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comparing irrational numbers and approximating them by rational numbers (L^aT_eX)	$irrational numbers as the sum of an infinite number of fractions, and the Euclidean algorithm$ irrational numbers as the sum of an infinite number of fractions, and the Euclidean algorithm (L^aT_eX)	inverse periods and a theorem of Galois (L^aT_eX)	irrational numbers (L^aT_eX)	$periodic continued fractions$ periodic continued fractions (L^aT_eX)
$finite continued fractions and rational numbers$ finite continued fractions and rational numbers (L^aT_eX)	$symmetric continued fractions$ symmetric continued fractions (L^aT_eX)

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Lecture notes

Lecture notes in LaTex

Added By:	Justin Bradley
Date Added:	22 Apr 2009 12:10
Tags:	inverse periods Galois, periodic continued fractions, irrational rational numbers, irrational numbers, Basic Algebra, finite continued fractions rational numbers, Lecture Note, symmetric continued fractions, mathbank, irrational numbers fractions Euclidean algorithm
Viewing permissions:	World
URL:	http://hub.edshare.ac.uk/id/eprint/2716
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