Unconstrained optimization refers to the process of finding the maximum or minimum of a function without any restrictions or constraints on the variable(s) involved. This means that the optimization problem does not impose any limitations on the domain of the function, allowing for more straightforward analysis and solution methods. In this context, understanding how to classify these problems and recognize optimality conditions becomes essential for efficient problem-solving.
congrats on reading the definition of Unconstrained Optimization. now let's actually learn it.