Sage Reference Manual: Diophantine approximation Release 6.6.beta0 The Sage Development Team

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$Convergent / Fraction / Periodic continued fraction / Generalized continued fraction / Diophantine approximation / Rational number / Number / Pi / Mathematics / Mathematical analysis / Continued fractions$ Date: 2015-02-21 07:35:20 Convergent Fraction Periodic continued fraction Generalized continued fraction Diophantine approximation Rational number Number Pi Mathematics Mathematical analysis Continued fractions		Sage Reference Manual: Diophantine approximation Release 6.6.beta0 The Sage Development Team Add to Reading List Source URL: sagemath.org Download Document from Source Website File Size: 203,10 KB Share Document on Facebook

	Lecture 21, Thurs April 6: Continued Fractions, Shor Wrap-Up Today we’ll finish Shor’s algorithm and then discuss some of its implications. Last we saw our protagonists, they were in a superposition of the form \|r DocID: 1xV3m - View Document
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$Continued fractions from Euclid to the present day Ilan Vardi1 Contents 1 Prologue$	Continued fractions from Euclid to the present day Ilan Vardi1 Contents 1 Prologue DocID: 1ulvX - View Document
	Chapter 47 The Topsy-Turvy World of Continued Fractions [online] The other night, from cares exempt, I slept—and what d’you think I dreamt? DocID: 1ugXM - View Document