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- G. Ramharter
- J. Comb. Theory, Ser. A
- 2005

The following problem was posed by C.A. Nicol: given any finite sequence of positive integers, find the permutation for which the continuant (i.e. the continued fraction denominator) having these entries is maximal, resp. minimal. The extremal arrangements are known for the regular continued fraction expansion. For the singular expansion induced by the… (More)

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