Category:Definitions/Left-Truncatable Primes

This category contains definitions related to Left-Truncatable Primes.
Related results can be found in Category:Left-Truncatable Primes.

A left-truncatable prime is a prime number which remains prime when any number of digits are removed from the left hand end.

Zeroes are excluded, in order to eliminate, for example, prime numbers of the form $10^n + 3$ for arbitrarily large $n$.