Nonoccurrence of the Lavrentiev phenomenon for nonconvex variational problems

In a nutshell, receding horizon control (also called model predictive control) consists in replacing the infinite- horizon control problem (1) by a sequence of finite-horizon

It is well known that the initial value problem for the differentiql inclusion x E may not have solutions when F is upper semi- continuous but has not necessarily

We introduce a subclass of starlike functions which extends the well-known class of alpha-convex functions (Mocanu functions) and the class of convex functions.. AMS 2000

ZASLAVSKI, The existence and structure of extremals for a class of second order infinite horizon variational problems, J. ZASLAVSKI, Structure of extremals for

VELO, Scattering Theory in the Energy Space for a Class of Nonlinear Wave Equations, Commun. VELO, Smoothing Properties and Retarded Estimates for

COROLLARY 24: Assume that the conditions in Theorem 22 hold and that there exists a minimizer v of Rq with the properties given above.. Assume that the conclusion

Crasta, Existence, uniqueness and qualitative properties of minima to radially symmetric non-coercive non-convex varia- tional problems.. Malusa, Euler–Lagrange inclusions and

The numerical solution of (12) by relaxing the corresponding parabolic problem (7) toward the steady state using the truncation method will be ana- lyzed.. In two space dimensions