Nonlinear Optimization

Nonlinear optimization is a mathematical approach used to find the best solution to problems where the relationships between variables are not straight lines. Unlike linear problems, where changes in one variable lead to proportional changes in another, nonlinear problems can have curves, peaks, and valleys, making them more complex. This technique helps in various fields, like economics, engineering, and logistics, to maximize profits, minimize costs, or optimize resources by navigating these complexities effectively. Essentially, it’s about finding the best possible outcome while considering intricate relationships among different factors.