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Article

On Expansion of Zeta(3) in Continued Fraction. Part 2

International Mathematical Forum. 2013. Vol. 8. No. 28. P. 1385-1396.
Gutnik L.

This is continuation of our article [4]. When F and G in [4] are constant sequences, we obtain continued fraction for zeta(3) parametrized by some family of points (F,G) on projective line. This family of points can be obtained if from full projective line would be removed some no more than countable nowhere dense exeptional set of finite points. A countable nowhere dense set, which contains the above exeptional set of finite points, is specified also.