adjective
- not equal to zero; having a value other than zero
Usage: mathematics
Examples
- The equation has three nonzero solutions.
- All nonzero real numbers have multiplicative inverses.
- The matrix must have a nonzero determinant to be invertible.
- Only nonzero elements are stored in the sparse matrix.
- The function returns a nonzero value when an error occurs.
- We need at least one nonzero coefficient for the polynomial.