Multiobjective Optimization of Smooth Functionals

Multi-objective Optimization of Smooth Functionals: Application to Aeronautics provides classical adjoint formulations and gradient-based or gradient-free numerical techniques in multiobjective optimization subject to partial differential equations. The author formally develops the gradients of smooth functionals in representative situations for computational purpose,discusses numerical approaches in multiobjective optimization in a continuous setting,provides test cases in simulation and optimization typical of aeronautical engineering problems as well as exercises