The constraint set is a collection of all possible values that satisfy the given constraints in an optimization problem. This set defines the feasible region within which solutions must lie, ensuring that any optimal solution adheres to the specified limitations, whether they are in the form of equations or inequalities. Understanding the constraint set is crucial because it directly impacts the feasibility and optimality of potential solutions in quadratic programming.
congrats on reading the definition of constraint set. now let's actually learn it.