Exponential dichotomy for singularly perturbed linear functional differential equations with small delays

References

• Ahlfors , L.V. Complex analysis
   Google Scholar
• Burns , J.A. , Herdman , T.L. and Stech , H.W. 1983 . Linear functional differential eq. as semigroups on product spaces , Vol. 14 , 98 – 116 . SIAM J. Math. Anal. .
   Google Scholar
• Coppel , W.A. 1978 . Dichotommies in stability theory Lect. Notes in Math , Vol. 629 , Springer-Verlag .
   Google Scholar
• Ju. Daleckii , L. and Krein , M.G. 1974 . Stability of solutions of differential equations in Banach space , Vol. 43 , Trans. of Math. Monographs . AMS
   Google Scholar
• Hale , J.K. 1984 . Introduction to dynamical bifurcation, Lect , Vol. 1057 , 107 – 151 . Notes in Math. .
   Google Scholar
• Halanay , A. 1966 . Differential equations. Stability, oscillations, time lags , Acad. Press .
   Google Scholar
• Henry , D. 1981 . Geometric theory of semilinear parabolic equations Lect. Notes in Math , Vol. 840 , Springer Verlag .
   Google Scholar
• Krein , S.G. 1971 . Linear differential equations in Banach space Trans , Vol. 29 , Math. Monographs . AMS
   Google Scholar