  We consider the $\mathcal{PT}$-symmetric quantum field theory on the
noncommutative spacetime with angular twist and construct its pseudo-Hermitian
interpretation. We explore the differences between internal and spatial
parities in the context of the angular twist and for the latter we find new
$\mathcal{PT}$-symmetric interactions that are nontrivial only for the
noncommutative spacetime. We reproduce the same formula for the leading order
$T$-matrix of the equivalent Hermitian model as the one obtained earlier for
the quantum field theory on the commutative spacetime. This formula implies
that the leading order scattering amplitude preserves the symmetries of the
noncommutative geometry if they are not broken in the non-Hermitian
formulation.
