2 problems

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Slow-growth conjecture for the coefficients $b_i$ of coin sets
Let $L$ be the number of coins, let $a_1,\ldots,a_L$ be a coin set, and let $b_i$ denote the associated coefficients discussed in the paper. A function $h(L,a_1,\ldots,a_L)$ is cal…
Conjectureopencoin-change generating-functions integer-partitionarXiv posted 3 days ago
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Uniform boundedness conjecture for the coefficients $b_i$ of coin sets
Let $a_1,\ldots,a_L$ be a coin set, and let $b_i$ denote the associated coefficients discussed in the paper. Uniform boundedness conjecture. There is a constant $B$ such that, for…
Conjectureopencoin-change generating-functions integer-partitionarXiv posted 3 days ago

Slow-growth conjecture for the coefficients bib_ibi​ of coin sets