Attractor and Invariance of a Class of Chaotic Dynamic Systems

Hua Yang; Feng Jiang

doi:10.4028/www.scientific.net/AMR.787.1093

Paper Titles

Optimal Locating of Misbehavior Node in Wireless Sensor Network
p.1062

A Model of Three Points for Location Estimation in Wireless Sensor Networks
p.1066

Determinants for Product and Process Innovation: A Review in the Perspective of TQM Practices
p.1072

Extended Mapping Approach and Exact Solutions for a (1+1)-Dimensional Benjamin-Boma-Mahony Equation
p.1077

A Numerical Framework for Free Surface Flow and Wettability Based on Arbitrary Lagrange-Eulerian Method
p.1080

Bending Response of Exponentially Graded Plates by a Meshless Method
p.1085

Imputed Estimation For Varying Coefficient Models with Missing Covariates
p.1089

Attractor and Invariance of a Class of Chaotic Dynamic Systems
p.1093

Training Sequence Design Based on Channel Estimation
p.1097

HomeAdvanced Materials ResearchAdvanced Materials Research Vol. 787Attractor and Invariance of a Class of Chaotic...

Attractor and Invariance of a Class of Chaotic Dynamic Systems

Abstract:

Chaos has been found to be very useful and has great potential in information and computer sciences and so on. In the paper a class of chaotic dynamic systems is studied. Moreover, the globally exponentially attractive set and positive invariant set of the chaos systems are given under some conditions. Finally an example is given to illustrate the result.