科研之友
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摘要
Denote the nth convergent of the continued fraction alpha = [a(0); a(1), a(2),...] by p(n)/q(n) = [a(0); a(1),..., a(n)]. In this paper we give exact formulae for the quantities D-n := q(n)alpha - p(n) in several typical types of Tasoev continued fractions. A simple example of the type of Tasoev continued fraction considered is alpha = [0; ua, ua(2), ua(3),...].
- 出版日期2012-4
