Adjective
square-free (not comparable)
Alternative form of squarefree
In particular, these denominators are square-free and divisible by 6. Why do the odd Bernoulli numbers vanish? Source: Internet
An immediate result of this definition is that all prime numbers are square-free. Source: Internet
If P has degree four and is square-free this equation again describes a plane curve of genus one; however, it has no natural choice of identity element. Source: Internet
In 1933 he proved that if any such n exists, it must be odd, square-free, and divisible by at least seven primes (i.e. ω(n) ≥ 7). Source: Internet
It is a Boolean algebra if and only if n is square-free. Source: Internet
The radical of an integer is always square-free: an integer is square-free if it is equal to its radical. Source: Internet