Explore the diverse world of optimization functions in Wolfram through this 20-minute talk. Gain insights into solving convex, nonconvex, and multidomain problems efficiently. Learn about core optimization areas, typical examples, and advanced techniques like basis pursuit, reformulation, and dual interpretation. Discover how to handle optimization with uncertainty and get a sneak peek into multiobjective optimization. Equip yourself with the knowledge to tackle a wide range of optimization challenges using Wolfram's powerful functionality.