Maximalizace
Maximalizace is the process or result of maximizing an objective function, i.e., choosing inputs to produce as large a value as possible under given constraints. The term is used in Czech and Slovak mathematics, economics and computer science. It contrasts with minimizace, the search for the smallest value.
In formal terms, a maximization problem seeks to maximize f(x) subject to x in X, where X
Common problem classes include linear programming: maximize c^T x subject to Ax ≤ b, x ≥ 0; integer
Solution methods range from exact algorithms (simplex and interior-point methods for linear and convex problems; branch-and-bound,
Applications include economics (profit maximization), operations research (throughput or utility maximization), finance, engineering, and data science.