Zhou Daqiong. On the Further Extension of the Stability of the Trivial Solution of Four-Order Nonlinear Equation ẍ+f1(ẋ, ẍ)ẍ+bẍ+cẋ+d·x=0[J]. Journal of Beijing University of Technology, 1987, 13(4): 59-64.
Citation:
Zhou Daqiong. On the Further Extension of the Stability of the Trivial Solution of Four-Order Nonlinear Equation ẍ+f1(ẋ, ẍ)ẍ+bẍ+cẋ+d·x=0[J]. Journal of Beijing University of Technology, 1987, 13(4): 59-64.
Zhou Daqiong. On the Further Extension of the Stability of the Trivial Solution of Four-Order Nonlinear Equation ẍ+f1(ẋ, ẍ)ẍ+bẍ+cẋ+d·x=0[J]. Journal of Beijing University of Technology, 1987, 13(4): 59-64.
Citation:
Zhou Daqiong. On the Further Extension of the Stability of the Trivial Solution of Four-Order Nonlinear Equation ẍ+f1(ẋ, ẍ)ẍ+bẍ+cẋ+d·x=0[J]. Journal of Beijing University of Technology, 1987, 13(4): 59-64.
On the Further Extension of the Stability of the Trivial Solution of Four-Order Nonlinear Equation ẍ+f1(ẋ, ẍ)ẍ+bẍ+cẋ+d·x=0
In this paper, by means of the method of constructing Lyapunov functions of nonlinear systems, is discussed the stability of the trivial solution of a set of more generalized four-order equations with three nonlinear terms.
DownLoad: