计算机工程与应用
計算機工程與應用
계산궤공정여응용
COMPUTER ENGINEERING AND APPLICATIONS
2015年
2期
69-70
,共2页
混沌系统%有界性%数值仿真
混沌繫統%有界性%數值倣真
혼돈계통%유계성%수치방진
chaotic system%boundedness%numerical simulations
借助Lyapunov函数稳定性理论和最优化理论研究了新三维混沌系统的全局吸引集，得到了它的界估计。通过了计算机模拟，数值模拟验证了计算理论的可行性。
藉助Lyapunov函數穩定性理論和最優化理論研究瞭新三維混沌繫統的全跼吸引集，得到瞭它的界估計。通過瞭計算機模擬，數值模擬驗證瞭計算理論的可行性。
차조Lyapunov함수은정성이론화최우화이론연구료신삼유혼돈계통적전국흡인집，득도료타적계고계。통과료계산궤모의，수치모의험증료계산이론적가행성。
The boundedness of a new 3-D chaotic system is studied in this paper via constructing a Lyapunov function and optimization theory. It derives its global exponential attractive set for this system. Numerical simulations are presented to show the effectiveness of the proposed scheme.
