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Let   $A$   be a simple infinite dimensional stably finite unital C*-algebra, and let   $B$   be a centrally large subalgebra of   $A$  . We prove that   $A$   is tracially   ${\mathcal{Z}}$  -absorbing if and only if   $B$   is tracially   ${\mathcal{Z}}$  -absorbing. If   $A$   and   $B$   are also separable and nuclear, we prove that   $A$   is   ${\mathcal{Z}}$  -absorbing if and only if   $B$   is   ${\mathcal{Z}}$  -absorbing.

Centrally Large Subalgebras and Tracial ${\boldsymbol{\mathcal{Z}}}$ Absorption