Integral Transform

An integral transform is a mathematical technique that converts a function into a different form, often to simplify calculations or reveal properties of the function. For example, the Fourier transform changes a time-based signal into its frequency components, helping us analyze sound or signals. This process highlights features that may not be obvious in the original form. Integral transforms are widely used in engineering, physics, and other fields to solve complex problems by transforming them into more manageable ones. Essentially, they provide a new perspective on a problem, making analysis easier and more efficient.