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时滞微分方程弱解的最终可微性

Eventual differentiability of weak solutions of the delay differential equations
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摘要 应用泛函分析和半群理论讨论时滞微分方程,并得到了弱解的最终可微性。 With the :functional analysis and operator semigroup theories, we discuss the delay differential equations and get eventual differentiability of the weak solutions of ADDE.
出处 《长春工业大学学报》 CAS 2011年第3期306-308,共3页 Journal of Changchun University of Technology
关键词 时滞微分方程 算子半群 最终可微性 delay equations eventual differentiability operator semi group.
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  • 1Andras Batkai, Susanna Piazzera. Semigroups for delay equations in LP-phase spaces[M]. IS. 1.1: Book Manuscriptin Press,200,3.
  • 2(~ Di Blasio. Differentiability of the solution semig- roup for delay differential equations[C]//G. R. Gol- dstein, R. Nagel, S. Romanelli (Eds.). EvolutionEquations : Dekker, 2003 : 147-158.
  • 3Di Blasio, K Kuniseh, E Sinestrari. Stability for abstract linear differential equations [J]. Israel ]. Math. ,1985,50:231-263.
  • 4E Sinestrari. A noncompact differentiable semig- roup arising from an abstract delay equation[J]. C. R. Math. Rep. Acad. Sci. Canada,1984,6:43-48.
  • 5Charles J K Batty. Differentiability and growth bounds of solutions of delay equations [J]. J. Math. Anal. Appl. ,2004,299:133-146.
  • 6A Pazy. Semigroups of linear operators and applica- tions to partial differential equations [ M]. New York : Springer-Verlag, 1983.
  • 7K J Engel, R Nagel. One-parameter semigroups for linear evolution equations[M]. New York: Gradu- ate Text~ in Math. Springer-Verlag,2000.
  • 8周民强.实变函数[M].北京:北京大学出版社,2001

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