References
- Arosio , A. and Spagnolo , S. 1982 . “ Global solutions of the Cauchy problem for a nonlinear hyperbolic equatio ” . Roma : UniversitA di Pisa, Dipartamento di Matematica, .
- Ebihara , Y. , Miranda , M. and Medeiros , L.A. 1986 . Local solutions for a nonlinear degenerated hyperbolic equation . 10 ( 1 ) : 27 – 40 .
- Haraux , A. 1987 . “ Semilinear Hyperbolic Problems in Bounded Domains, Math. ” . In reports vol. 3, Part 1, , 1, Harwood Academic Pubishers, Gordon & Breach .
- Haraux , A. and Zuazua , E. 1988 . Decay estimates for some semilinear damped hyperbolic problem, . Arch. Rat.. Mec. and Anal. , 100 ( 2 ) : 191 – 206 .
- Krasnoselski , M.A. 1964 . “ Topological Methods in the Theory of NonlinearIntegral Equations ” . N.York : MacMillan Co. .
- Lion , J.L. 1978 . “ On some questions in boundary value Problems of Mathematical Physics, in ” . In International Symposium on Continuum Mechanics and Partial Differential Equations, , 1977, North-Hollan : Equations, Rio de Janeiro .
- Lions , J.L. 1969 . “ Quelques méthodes de résolutions des problémes aux limites non linéaires, ” . Paris : Dunod .
- Lions , J.L. and Magenes , E. 1969 . “ Problèmes aux limites non homogènes et application ” . Vol. I , Paris : Dunod .
- Medeiro , L.A. and Mirand , M. 1990 . On a nonlinear wave equation with damping, . Revista Matemática de la Universidad Complutense de Madrid , 3 ( 2 ) : 213 – 231 .
- Menzala , G.P. 1979 . - On classical solutions of a quasi-linear hyperbolic equation . Nonlinear Anal. , 3 : 613 – 627 .
- Rivera , P.H. 1980 . On local strong solutions of a nonlinear partial differential equation . Applicable Analysi. , 10 : 93 – 104 .
- Yamada , Y. 1970 . On the decay of solutions for some nonlinear evolution equations of second order . , Nagoya Math. Journal , 73 : 69 – 98 .
- Zuazua , E. 1988 . Stability and decay for a class of nonlinear hyperbolic problems . problems, Asymptotic Analysis , 1 : 141 – 185 .
- Zuazua , E. in press . Controlabilidad Exacta y Estabilización de la Ecuación de Ondas . Ondas, Textos de Mérodos Matematicos, ,
- Zuazua , E. and Vatsala , A.S. 1990 . Exponential decay for the semilinear wave equation with locally distributed damping, . Comm. in P.D.E. , 15 ( 2 ) : 205 – 235 .