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On sequences with {-1,0,1} Hankel transforms

We study Hankel transforms of sequences, where the transform elements are members of the set {-1,0,1}. We relate these Hankel transforms to special continued fraction expansions. In particular, we posit a conjecture relating the distribution of non-zero terms in the Hankel transform to the distribution of powers of the variable in the defining continued fractions.

preprint2012arXivOpen access
Paul Barry
math.CO
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Paul Barry

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