👉 Az Math, or Algebraic Number Theory, is a branch of mathematics that studies properties of numbers using algebraic methods. It focuses on the behavior and relationships of integers, rational numbers, and algebraic structures like fields and rings, often extending these concepts to more general settings such as number fields and local fields. Key topics include Diophantine equations, prime numbers, modular forms, and the arithmetic of elliptic curves. Az Math bridges number theory with algebra, providing powerful tools to solve problems in cryptography, coding theory, and other areas of mathematics and computer science. It seeks to understand the deep connections between number-theoretic properties and algebraic structures, often revealing surprising insights into the nature of numbers themselves.
