Multiplicative Number Theory
Multiplicative Number Theory focuses on the study of integer numbers and their properties under multiplication operations. It explores the relationships between prime numbers, divisors, factors, and other arithmetic functions. The field delves into topics such as prime factorization, multiplicative functions, Euler's totient function, and the distribution of primes. Through the lens of multiplication, researchers in this area seek to understand the underlying structures and patterns within the realm of number theory.