分岔问题F(x,λ)={-x_1x_2-λx_2+(λ_2-λ)x_1+λ~3,-x_2-x_1~2}的数值计算

Numerical Computation of Bifurcation Problem

利用Liapunov -Schmidt (L -S)方法与分幂展开法研究了分岔问题F在平衡点附近解的结构 。

Branches bifurcating at bifurcation point for the bifurcation Problem F(x,λ)=-x 1x 2-λx 2+(λ 2-λ)x 1+λ 3 -x 2-x 2 1is investigated by using Liapunov-Schmidt method and fractional power expansion method.