TASOEV CONTINUED FRACTIONS WITH LONG PERIOD

Takao Komatsu (Japan)

Received August 27, 2007

Abstract

Hurwitz continued fractions have been developed as they include many known examples. Tasoev continued fractions may be new, but have several similar characteristics to Hurwitz ones. From such a point of view the author has studied many Tasoev continued fractions. In this paper we show many varieties of new Tasoev continued fractions.

Keywords and phrases: Tasoev continued fractions.