Optimality conditions for systems driven by nonlinear evolution equations.
Optimality conditions of globally efficient solution for vector equilibrium problems with generalized convexity.
Optimality conditions of vector set-valued optimization problem involving relative interior.
Optimality properties of controls with bang-bang components in problems with semilinear state equation
Optimierung konstant belegter Ovale und ein Hyperbel-Schnittsatz
Optimisation in space of measures and optimal design
The paper develops an approach to optimal design problems based on application of abstract optimisation principles in the space of measures. Various design criteria and constraints, such as bounded density, fixed barycentre, fixed variance, etc. are treated in a unified manner providing a universal variant of the Kiefer-Wolfowitz theorem and giving a full spectrum of optimality criteria for particular cases. Incorporating the optimal design problems into conventional optimisation framework makes...
Optimisation in space of measures and optimal design
The paper develops an approach to optimal design problems based on application of abstract optimisation principles in the space of measures. Various design criteria and constraints, such as bounded density, fixed barycentre, fixed variance, etc. are treated in a unified manner providing a universal variant of the Kiefer-Wolfowitz theorem and giving a full spectrum of optimality criteria for particular cases. Incorporating the optimal design problems into conventional optimisation framework...
Optimization and identification of nonlinear uncertain systems
In this paper we consider the optimal control of both operators and parameters for uncertain systems. For the optimal control and identification problem, we show existence of an optimal solution and present necessary conditions of optimality.
Optimization of discrete-discrete hybrid dynamical systems and its application to problem solving.
Optimization problems involving Poisson's equation in .
Optimizing chemotherapy in an HIV model.
Order-Lipschitzian properties of multifunctions with applications to stability of efficient points