A numerical approximation for the simple bifurcation problems
Zhen Mei · Numerical Functional Analysis and Optimization · 1989
A splitting iteration method is used to approximate the simple bifurcation point and Moore's extended system [14] for the simple bifurcation problems is rewritten here in a symmetric form. The solution paths across the bifurcation point are parametrized in a global structure and traced with a slightly enlarged system, Numerical examples are presented.