FSA Kleene Star

A unary operation on FSA. Let $M$ be a DFSA. Then $M^{\ast }$ is the FSA where $\mathcal{L}(M^{\ast })=\mathcal{L}(M{)}^{\ast }$.

Intuition

The start point is the end state of the original, and all end states loop back to the starting state of $M$