Symmetric ordering effect on Casimir energy in $\kappa -$Minkowski spacetime

We present the Casimir energy of spherical shell, for the symmetrically deformed scalar field in $\kappa$-Minkowski space-time, satisfying Dirichlet boundary condition. The Casimir energy shows the particle anti-particle symmetry contrary to the asymmetrically deformed case. In addition, the deformation effect starts from $O(1\mathrm{/}\kappa )$ term unlike in the parallel plates.