Definition:Inverse Row form of Cayley Table for Group

Definition
Let $\left({G, \circ}\right)$ be a finite group.

The Cayley table for $\left({G, \circ}\right)$ can be presented in a form such that the rows are headed by the inverse elements of the elements which head the corresponding columns.

This form is known as the inverse row form of the Cayley table for $\left({G, \circ}\right)$.