14. J. Chang and H.-B. Chen , Slow increasing functions and the largest partial quotients in continued fraction expansions, Math. Proc. Cambridge Philos. Soc.164 (2018) 1–14. , 15. L.-M. Liao and M.

N, where a n (x) are called the partial quotients. In this paper, we concern the metric theory of the partial quotients. More precisely, let ϕ: ℕ → (0, ∞), the Borel–Bernstein theorem and Hausdorff ...

A (partial) Latin square is a table of multiplication of a (partial) quasigroup. Multiplication of a (partial) quasigroup may be considered as a set of triples. We give a necessary and sufficient ...