Análisis real

Análisis real, or real analysis, is a branch of mathematics focused on understanding the properties of real numbers and the functions that relate to them. It explores concepts like limits, continuity, derivatives, and integrals, providing a rigorous foundation for calculus. Essentially, it examines how things change and behave smoothly within the real number system, ensuring that mathematical ideas are precise and logically sound. This field is fundamental for advanced studies in mathematics, physics, and engineering, helping to describe and analyze phenomena with accuracy and clarity.