Category:Definitions/Minimal Primes
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This category contains definitions related to Minimal Primes.
Related results can be found in Category:Minimal Primes.
Let $b \in \N_{>1}$ be a natural number.
A minimal prime base $b$ is a prime number whose base-$b$ representation has no proper subsequence which is also a prime number.
If $b$ is not specified, then decimal notation (that is, base $10$) is assumed.
Pages in category "Definitions/Minimal Primes"
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