Showing papers on "Multi-objective optimization published in 1971"
TL;DR: A weak qualification is given which insures that a broad class of constrained optimization problems satisfies the analogue of the Kuhn–Tucker conditions at optimality.
Abstract: A weak qualification is given which insures that a broad class of constrained optimization problems satisfies the analogue of the Kuhn–Tucker conditions at optimality. The qualification is shown to be necessary and sufficient for these conditions to be valid for any objective function which is differentiable at the optimum.
115 citations
16 Nov 1971
TL;DR: In the 1960s the joint impact of fast digital computers and the space age stimulated the ingenuity of a number of researchers in optimization and prompted them to invent new and/or better methods for solving, numerically, optimization problems of different types.
Abstract: In the 1960s the joint impact of fast digital computers and the space age stimulated the ingenuity of a number of researchers in optimization and prompted them to invent new and/or better (faster, more elegant) methods for solving, numerically, optimization problems of different types. Two areas that received much attention were trajectory optimization and parameter optimization. That is, the computational problems of determining optimal trajectories (generally, functions of time) and optimal parameter values by minimizing (maximizing) appropriate performance criteria.
2 citations