
Fermat's Little Theorem states that if you take any whole number, raise it to the power of a prime number p, the result will leave the same remainder as the original number when divided by p. This theorem is fundamental in number theory and has practical applications in cryptography and computer security.
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费马小定理(英語:Fermat's little theorem)是数论中的一个定理。假如是一个整数,是一个質数,那么是的倍数,可以表示为 如果不是的倍数,这个定理也可以写成更加常用的一种形式 費馬小定理的逆敘述不成立,即假如是的倍数,不一定是一个質数。例如是的倍数,但,不是質数。滿足費馬小定理的合數被稱為费马伪素数。
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Discovered by embedding cosine similarity (sentence-transformers MiniLM, 384-dim).