  This paper studies the reconstruction criterion in the framework of $f(Q,T)$
gravity using ghost dark energy model, where $Q$ represents the non-metricity
and $T$ is the trace of energy-momentum tensor. In this regard, the
correspondence scenario for a non-interacting scheme is used to construct the
ghost dark energy $f(Q,T)$ model. We consider the flat
Friedmann-Robertson-Walker universe with power-law scale factor and
pressure-less matter. We investigate the behavior of equation of state
parameter and examine the stability of ghost dark energy model via squared
speed of sound parameter. The equation of state parameter depicts the phantom
era, while the squared speed of sound reveals stable ghost dark energy model
for the entire cosmic evolutionary paradigm. Finally, we study the cosmography
of the $\omega_{GDE}-\omega'_{GDE}$ and $r-s$ planes that correspond to
freezing region and Chaplygin gas model, respectively. It is concluded that the
reconstructed ghost dark energy model represents the evolution of the cosmos
for suitable choices of the parametric values.
