Bifurcation analysis and optical solitons for the concatenation model.

This work carries out the bifurcation analysis of the concatenation model that arises from nonlinear fiber optics. The fixed points of the dynamical system are recovered and classified. The Hamiltonian of the system is presented. The phase portraits of the system are also addressed. Subsequently, integrating along the periodic orbit, the soliton solutions for the model are retrieved. • A concatenation model that arises from nonlinear fiber optics is addressed in this paper. • The bifurcation analysis and fixed point analysis of the concatenation model are employed for the first time. • Soliton solutions are recovered by integration of the dynamical system along the periodic orbits. [ABSTRACT FROM AUTHOR]