C-programming. An outline
This paper presents the essentials of a method designed to solve optimization problems whose objective functions are of the form \(g(x)+\psi (u(x))\), where \(\psi\) is differentiable and either concave or convex. It is shown that solutions to such problems can be obtained through the solutions of the Lagrangian problem whose objective function is of the form \(g(x)+\lambda u(x)\).
scientific article; zbMATH DE number 3910153