Bounded Nash type controls for uncertain linear systems

When constraints are considered, a quick reachability condition + viability guarantee that the impulsive problem with limit solutions as trajectories provides a proper extension....

Abstract This paper introduces a design approach based on system analysis and game theory for the identification of architectural equilibrium which guarantees the

The paper is organized as follows. In Section II, we derive basic facts of optimal syntheses on 2-D manifolds for control-affine systems with two bounded controls. The section is

In this section, we discuss the applicability of the parallel Nash memory using a best-response heuristic to identical- and general payoff games.. In games with identical payoff,

In other words, {T i m } i∈N denote the (possibly time-varying) measurement data delays, which cover both processing and transmission delays on the measurement chain. In the same

Using then some pertur- bation arguments, it is proved in [Rus78, Theorem 3.7] that the system remains exactly controllable in the same time T 1 for non diagonal M but the author has

We present new complexity results for colorful linear programming problems and pro- pose a variant of the “B´ ar´ any-Onn” algorithm, which is an algorithm computing a set T

lors de la phase de continuation, si le traitement d’interruption est inférieur à deux mois, il faut prolonger le traitement pour arriver à la durée prévue initialement ; si