Primes and polynomials with restricted digits
Let q be a sufficiently large integer, and a0∈{0,…,q−1}. We show there are infinitely many prime numbers that do not have the digit a0 in their base q expansion. Similar results are obtained for values of a polynomial (satisfying the necessary local conditions) and if multiple digits are excluded....
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| Format: | Journal article |
| Language: | English |
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Oxford University Press
2021
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