  An Attempt is made to study the non-Hermitian effect on the topological
quantum criticality and also in the physics of Majroana zero mode (MZMs). In
this work, the effects and modifications done by the non-Hermitian factor
$\gamma$ on the topological phases, criticality and also in the MZMs is
studied. We use the zero mode solutions (ZMS) to construct the phase diagram.
We find a correspondence between Hermitian and non-Hermitian model Hamiltonian.
The MZMs appear at criticality and has a stability dependence on the new
passage created because of the introduction of non-Hermiticity. The
multicritical points are also studied to understand their nature under the
influence of non-Hemiticity. We also study the effect of non-Hermiticity on the
topological phases.
