1. pseudoprime - Noun
2. pseudoprime - Adjective
(mathematics) An integer that possesses at least one characteristic of a prime number without actually being prime. The characteristic is typically chosen to make such "false primes" very rare.
(mathematics, specifically) A Fermat pseudoprime; a composite integer n satisfying
b
n
−
1
≡
1
(
mod
n
)
{\displaystyle b^{n-1}\equiv 1{\pmod {n}}}
for some integer b such that b > 1.
pseudoprime (not comparable)
Being such an integer.
A Fermat pseudoprime is often called a pseudoprime, with the modifier Fermat being understood. Source: Internet
There are infinitely many Poulet numbers which are not super-Poulet Numbers. citation Smallest Fermat pseudoprimes The smallest pseudoprime for each base a ≤ 200 is given in the following table; the colors mark the number of prime factors. Source: Internet
If n is composite and satisfies the formula, then n is a Fibonacci pseudoprime. Source: Internet
This makes tests based on Fermat's Little Theorem risky compared to other more stringent tests such as the Solovay-Strassen primality test or a strong pseudoprime test. Source: Internet