References
- Chow , S. N. and Leiva , H. 1994 . Dynamical Spectrum for Time Dependent Linear Systems in Banach Spaces . J. Journa1 I. A. Mathematics , 11 ( 3 ) : 379 – 415 . 1993
- Chow , S. N. and :Leiva , H. 1995 . Existence and Roughness of the Exponential Dichotomy for Skew Product Semiflow in Banach Spaces . Journal of Differential Equations , 120 ( 2 ) August 10 1994
- Chow , S. N. and Leiva , H. 1996 . Two Definitions of Exponential Dichotomy for Skew Product Semiflow in Banach Spaces . Proceedings of the American Mathematical society , 124 ( 4 ) April 1994
- Chow , S. N. and Leiva , H. 1994 . “ Dynamical Spectrum for Skew Product Flow in Banach ” . In Vol: Boundary Value Problem for Functional Differential Equation , World Scientific Publishing Company .
- Henry , D. 1981 . Geometric theory of semilinear parabolic equation , New York : Springer .
- Magalhāes , L. T. 1987 . he sprectrum of invariant sets for dissipative semiflows, in dynamics of infinite dimensional systems , Vol. F-37 , New York : Springer Verlag . NATO ASI series
- Sacker , R. J. and Sell , G. R. 1994 . Dichotomies for linear evolutionary equations in Banach spaces . J. Diff. Eqs , 113 : 17 – 67 .
- Sell , G. R. 1971 . Topological Dynamical and Ordinary Differential Equations , Van Norstand Reinnold company .