Espacios Lp

Espacios Lp, or \(L^p\) spaces, are mathematical environments where functions are analyzed based on their size or magnitude. Specifically, an \(L^p\) space contains functions whose absolute value raised to the power \(p\), when integrated (or summed), results in a finite number. Think of it as a way to measure how "large" or "spread out" a function is, with different values of \(p\) emphasizing different aspects—such as overall magnitude or peaks. These spaces are fundamental in analysis, allowing mathematicians to study functions with well-defined "sizes" and behaviors in various contexts.