  Topological phases of matter have been used as a fertile realm of intensive
discussions about fermionic fractionalization. In this work, we study the
effects of anisotropic superconducting correlations in the fermionic
fractionalization on the topological phases. We consider a hybrid version of
the SSH and Kitaev models with an anisotropic superconducting order parameter
to investigate the unusual states with zero energy that emerges in a finite
chain. To obtain these zero energy solutions, we built a chain with a
well-defined domain wall at the middle of the chain. Our solutions indicate an
interesting dynamic between the zero-energy state around the domain wall and
the superconducting correlation parameters. Finally, we find that the presence
of an isolated Majorana at the ends of the chain is strongly dependent on the
existence of the solitonic excitation at the middle of the chain.
