Definition:Special Highly Composite Number/Examples
Examples of Special Highly Composite Numbers
$1$ is a Special Highly Composite Number
$1$ is a special highly composite number, being a highly composite number which is a divisor of all larger highly composite numbers.
$2$ is a Special Highly Composite Number
$2$ is a special highly composite number, being a highly composite number which is a divisor of all larger highly composite numbers.
$6$ is a Special Highly Composite Number
$6$ is a special highly composite number, being a highly composite number which is a divisor of all larger highly composite numbers.
$12$ is a Special Highly Composite Number
$12$ is a special highly composite number, being a highly composite number which is a divisor of all larger highly composite numbers.
$60$ is a Special Highly Composite Number
$60$ is a special highly composite number, being a highly composite number which is a divisor of all larger highly composite numbers.
$2520$ is a Special Highly Composite Number
$2520$ is a special highly composite number, being a highly composite number which is a divisor of all larger highly composite numbers.