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Superpolynomial-size conjecture for smallest antipalindromic quotient representations
Let $N$ be a natural number for which there exist antipalindromic numbers $A$ and $B$ with $N=A/B$ , and measure the size of a solution by the length of the relevant base- $2$ repres…
Conjectureopenalgorithmic-number-theory antipalindromic-numbers representation-sizearXiv posted 2 days ago
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Superpolynomial-size conjecture for smallest palindromic quotient representations
Let $N$ be a natural number for which there exist palindromic numbers $A$ and $B$ with $N=A/B$ , and measure the size of a solution by the length of the relevant base- $2$ representa…
Conjectureopenalgorithmic-number-theory palindromic-numbers representation-sizearXiv posted 2 days ago

Superpolynomial-size conjecture for smallest antipalindromic quotient representations