|
|||||
|
|
Applications of Toland's duality theory to nonconvex optimization problems |
|
| Abstract: | Through a suitable application of Toland's duality theory to certain nonconvex and nonsmooth problems one obtain an unbounded minimization problem with Fréchet:-differentiable cost function as dual problem and one can establish a gradient projection method for the solution of these problems. |
| Keywords: | Toland's duality theory optimal control problems gradient projection method non- smooth optimization problems |