Operadores lineales

Linear operators are mathematical functions that transform elements from one space to another while preserving certain properties, primarily linearity. This means they satisfy two key conditions: scaling (if you multiply an input by a number, the output scales by the same number) and additivity (the output for a sum of inputs is the sum of the outputs for each input). Commonly used in fields like physics and engineering, linear operators help model systems and solve equations, making them fundamental tools in understanding a wide range of phenomena where relationships can be expressed linearly.