function minimization

Function minimization is a mathematical process used to find the lowest point of a function, much like searching for the lowest spot in a landscape. In practical terms, it helps solve problems where you want to minimize costs, errors, or other undesirable outcomes. This technique is used in various fields, including economics, engineering, and computer science, to optimize solutions and improve efficiency. By adjusting variables within a given set of constraints, function minimization identifies the best possible outcome, guiding decisions to achieve the most favorable results.