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Conjecture on the optimal Hölder exponents of divide-and-conquer periodic functions
Consider the periodic functions $P$ arising from the divide-and-conquer recurrence with $g(n)=0$ and $f(1)=1$ , first with $(\alpha,\beta)=(\alpha,1)$ and then with…
Conjectureopendivide-and-conquer holder-continuity recurrencesarXiv posted 2 days ago

Conjecture on the optimal Hölder exponents of divide-and-conquer periodic functions