 Palestras e Seminários
        
        
            Palestras e Seminários        
    This presentation is devoted to showing different shapes of local- ization in the damping for the wave equation defined in smooth connected compact Riemann manifolds with boundary. The gradient-like structure for the semigroup associated to a semilinear problem, with subcritical Strichartz exponent, is proved. To this end, we use a version of the unique extension theorem proposed by Triggiani and Yao.


 
                                                             
                                                             
                                                            