A general framework for boundary equilibrium bifurcations of Filippov systems

30 Apr 2018 Simpson D. J. W.

As parameters are varied a boundary equilibrium bifurcation (BEB) occurs when an equilibrium collides with a discontinuity surface in a piecewise-smooth system of ODEs. Under certain genericity conditions, at a BEB the equilibrium either transitions to a pseudo-equilibrium (on the discontinuity surface) or collides and annihilates with a coexisting pseudo-equilibrium... (read more)

PDF Abstract
No code implementations yet. Submit your code now

Categories


  • DYNAMICAL SYSTEMS