\(A \to B\) has the same independence relationship as \(B\to A\). How do we describe it?

## requirements

If two Baysian Networks encode the same conditional independence assumptions, they are Markov Equivalent.

## additional information

### checking Markov Equivalence

Two graphs are Markov Equivalent, IFF BOTH:

- some edges without regard to direction (“same skeleton”)
- the same set of immoral v-structures