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Complete Controllability of Fractional Neutral Differential Systems in Abstract Space

By using fractional power of operators and Sadovskii fixed point theorem, we study the complete controllability of fractional neutral differential systems in abstract space without involving the compactness of characteristic solution operators introduced by us.

Complete Controllability of Fractional Neutral Differential Systems in Abstract Space

By using fractional power of operators and Sadovskii fixed point theorem, we study the complete controllability of fractional neutral differential systems in abstract space without involving the compactness of characteristic solution operators introduced by us.

Analysis of a System for Linear Fractional Differential Equations

The main purpose of this paper is to obtain the unique solution of the constant coefficient homogeneous linear fractional differential equations ???0?(?)=??(?),?(?)=? and the constant coefficient nonhomogeneous linear fractional differential equations ???0?(?)=??(?)

Analysis of a System for Linear Fractional Differential Equations

for Linear Fractional Differential Equations Fang Wang,1,2 Zhen-hai Liu,3 and Ping Wang4 1School of Mathematical Science and Computing Technology, Central South University, Hunan, Changsha 410075

Global Attractor for the Generalized Dissipative KDV Equation with Nonlinearity

University for Nationalities, Nanning 530006, Guangxi, China Received 20 December 2010; Accepted 23 February 2011 Academic Editor: Marco Squassina Copyright © 2011 Zai-yun Zhang and Zhen-hai Liu. This is ... referee’s careful reading and comments on this paper. The Z.-Y. Zhang would like to thank Professor Dr. Zhen-hai Liu, who is his Ph. D supervisor, for his valuable attention to our paper. This work was

Global Attractor for the Generalized Dissipative KDV Equation with Nonlinearity

23 February 2011 Academic Editor: Marco Squassina Copyright © 2011 Zai-yun Zhang and Zhen-hai Liu. This is an open access article distributed under the Creative Commons Attribution License, which ... Dr. Zhen-hai Liu, who is his Ph. D supervisor, for his valuable attention to our paper. This work was supported by the Graduate Degree Thesis Innovation Foundation of Central South University Grant no