Álgebra abstracta

Álgebra abstracta, or abstract algebra, is a branch of mathematics that studies algebraic structures such as groups, rings, and fields. Instead of focusing on specific numbers or equations, it examines the underlying rules and patterns that govern these structures. This approach allows mathematicians to understand and unify concepts across different areas, like symmetry, number systems, and geometric transformations. Abstract algebra provides a framework for solving complex problems in mathematics and science by analyzing the relationships and operations within these structures, emphasizing their properties and how they interact in a general, theoretical context.