Mathematical Reports - Comptes rendus mathématiques

of the Academy of Science | de l'Académie des sciences

Mathematical Reports
Comptes rendus mathématiques

of the Academy of Science | de l'Académie des sciences

11A55 — 3 articles found.

When the Central Norm Equals 2 in the Simple Continued Fraction Expansion of a Quadratic Surd

C. R. Math. Rep. Acad. Sci. Canada Vol. 26 (2) 2004, pp. 51–54
Vol.26 (2) 2004
R.A. Mollin Details
(Received: 2003-04-21 )
(Received: 2003-04-21 )

R.A. Mollin

Abstract/Résumé:

No abstract available but the full text pdf may be downloaded at the title link below.

Keywords: infrastructure of real quadratic fields, quadratic Diophantine equations, simple continued fractions

AMS Subject Classification: Continued fractions, Quadratic and bilinear equations, Quadratic extensions 11A55, 11D09, 11R11

PDF(click to download): When the Central Norm Equals 2 in the Simple Continued Fraction Expansion of a Quadratic Surd

Continued fractions beepers and Fibonacci numbers

C. R. Math. Rep. Acad. Sci. Canada Vol. 24 (3) 2002, pp. 102–108
Vol.24 (3) 2002
R.A. Mollin Details
(Received: 2001-11-20 )
(Received: 2001-11-20 )

R.A. Mollin

Abstract/Résumé:

No abstract available but the full text pdf may be downloaded at the title link below.

Keywords: Fibonacci numbers, continued fractions, fundamental units, period length

AMS Subject Classification: Continued fractions, 11A55, 11Rl l

PDF(click to download): Continued fractions beepers and Fibonacci numbers

Proof of Some Conjectures by Kaplansky

C. R. Math. Rep. Acad. Sci. Canada Vol. 23 (2) 2001, pp. 60–64
Vol.23 (2) 2001
R.A. Mollin Details
(Received: 2000-10-27 )
(Received: 2000-10-27 )

R.A. Mollin

Abstract/Résumé:

No abstract available but the full text pdf may be downloaded at the title link below.

Keywords: Diophantine equations, continued fractions, ideals

AMS Subject Classification: Factorization; primality, Continued fractions, Quadratic and bilinear equations, Quadratic extensions 11A51, 11A55, 11D09, 11R11

PDF(click to download): Proof of Some Conjectures by Kaplansky