Thanks for explaining this .
One can demonstrate that this function is invariant under the joint action of the charge (C), parity (P) and time-reversal (T) transformations.
And as C+P+T = CPT. Here is where the name of the CPT symmetry comes from… Very imaginative!
I know about CPT, but don't know about the concept. Thanks for explaining this.
You are very welcome! :)