In this paper, we investigate limit cycles induced by threshold nonlinearity of piecewise
linear (PWL) differential systems, which are node-focus type or node-center type with the …

In this paper, we study the bifurcation of periodic orbits for high-dimensional piecewise
smooth near integrable systems defined in three regions separated by two switching …

In this paper we develop an arbitrary order Melnikov function to study limit cycles bifurcating
from a periodic submanifold for autonomous piecewise smooth differential systems in R n …

As mathematics is applied to model ever new problems in engineering and the life sciences,
increasing use is being made of systems that switch between different sets of equations on …

This paper aims to study the limit cycles of planar piecewise polynomial Hamiltonian
systems of degree n with the switching boundary y= xm, where m and n are positive …

This paper treads discontinuous bifurcation in piecewise smooth systems of Filippov type.
These bifurcations occur when a fixed point or a periodic orbit crosses with the border …

We study the existence of periodic solutions in a class of planar Filippov systems obtained
from non-autonomous periodic perturbations of reversible piecewise smooth differential …

This paper addresses the perturbation of higher-dimensional non-smooth autonomous
differential systems characterized by two zones separated by a codimension-one manifold …

We consider an important class of hybrid systems, called switching systems, in which a
continuous process is controlled by a discrete control between different subsystems. In the …

This article explores the dynamic behavior of a two-degree-of freedom dry friction coupled
vibration system. By constructing a generalized Poincaré map and obtaining the necessary …