noun a positive integer that evenly divides another integer, excluding the integer itself
Proper divisors are commonly used in mathematics to study the properties of integers and their factors.
Proper divisors can be used in economic models involving factors and multiples.
In computer science, proper divisors are used in algorithms related to finding factors of numbers.
In number theory, a proper divisor of a positive integer is a positive integer that is a divisor of the integer other than the integer itself.
Proper divisors play a role in algebraic equations and factorization of polynomials.
In mathematics, a proper divisor is a positive integer that is a divisor of an integer other than the number itself. Writers may use this term when discussing mathematical concepts in their work.
Psychologists may use the concept of proper divisors when conducting research or analyzing data that involves number theory or mathematical relationships.
Mathematicians frequently use the term proper divisor when studying number theory, algebra, or other mathematical fields.
Economists may encounter the concept of proper divisors when analyzing economic data or conducting research that involves mathematical calculations.