Lyapunov techniques for stabilization of switched linear systems of conservation laws

Moreover, these methods are based on quadratic Lyapunov functions which are conservative: there are cases of asymptotically stable switched linear systems that can be stabilized

We present the DFLU scheme for the system of polymer flooding and compare it to the Godunov scheme whose flux is given by the exact solution of the Riemann problem.. We also

Abstract— Stability properties for continuous-time linear switched systems are determined by the Lyapunov exponent associated with the system, which is the analogous of the

Zagalak, “A method for determining the non- existence of a common quadratic Lyapunov function for switched linear systems based on particle swarm optimization”, International

This regularity is enough to apply the theory of renormalized solutions of continuity equations with mildly regular coefficients (see the classical paper by DiPerna–Lions, [16];

The experimental strategy for word recognition, namely, repeated attempts with successively lower stroke-likelihood thresholds, does not eliminate the possibility

After a CR test, intergranular corrosion was still observed for NHT samples but the corrosion defects were thinner (in the ST direction) and more branched (Fig. The density of

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