Red numbers and quadratic field
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Publisher
Springer Science and Business Media LLC
Link
http://link.springer.com/content/pdf/10.1007/s11853-010-0037-4.pdf
Reference5 articles.
1. Arnold VI (2009) Lengths of periods of continued fractions of square roots of integers. Funct Anal Other Math 2(2–4):151–164
2. Arnold VI (2008) Continued fractions of square roots of integer numbers. Lectures of the Summer School “Modern Mathematics”, Dubna. http://www.mathnet.ru
3. Aicardi F (2009) The continued fractions of the square roots of integers: on the parity of the length of their period. Funct Anal Other Math 3(1):1–18
4. Aicardi F (2010) Symmetries of quadratic form classes and of quadratic surd continued fractions. Part II: Classification of the period’s palindromes. Bull Braz Math Soc, New Series 41(1):83–124
5. Aicardi F, Timorin V (2007) On binary quadratic forms with the semigroup property. Proc Steklov Institute Math 258:23–43
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1. The continued fractions of the square roots of integers: on the parity of the length of their period;Functional Analysis and Other Mathematics;2009-01-06
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