A Minimization Problem is a type of optimization problem where the goal is to find the minimum value of a function. This function often represents costs, distances, or other quantities that need to be reduced. The problem typically involves constraints that limit the possible solutions, making it essential to identify the best option that meets these conditions. In mathematics and operations research, minimization problems are common in various fields, including economics, engineering, and logistics. Techniques such as linear programming and gradient descent are often used to solve these problems, helping to identify the most efficient solutions while adhering to the specified constraints.