Cullen primes often appear in computational searches for large prime numbers.

Carol primes appear rarely among large integers, making them interesting to number theorists.

Computing the minimal primes of the ring helped us understand its primary decomposition.

Negative priming caused participants to respond more slowly to previously ignored stimuli in the visual search task.

Cryptographers often rely on safe primes when designing secure key-exchange protocols.

Graduate students often study Chen primes when exploring generalizations of twin primes.

Research into Mersenne primes has led to both theoretical advances and practical applications in cryptography.

In number theory, cousin primes often appear in discussions about prime gaps and distribution.

Factorial primes are rare and intriguing objects in number theory, usually taking the form n! ± 1.

Fermat primes have fascinated mathematicians for centuries, prompting ongoing research into their distribution.