The aim of the present study is to construct a state feedback controller for a given linear system that minimizes the worst-case effect of an L 2 -bounded disturbance. Our setting is different from the usual framework of H1-theory in that we consider nonzero initial conditions. The situation is...

A simple sufficient condition is proved for symmetric Markov subgame perfect Nash equilibria in public-good differential games with a single state variable. The condition admits equilibria in feedback strategies that have discontinuous dependence on the state variable. The application of the...

Maxmin or minmax optimization problems arise in many applications. There is a classical connection between these problems and zero-sum games. This paper shows that, under certain conditions, maxmin solutions also arise from Nash equilibria of population games as studied in evolutionary game...