> Complex semantics are represented in the latent space. In this particular case, what's going on doesn't seem all that complex. > The fact that probabilities

> Complex semantics are represented in the latent space. In this particular case, what's going on doesn't seem all that complex. > The fact that probabilities are involved does not mean there is no understanding behind the output. And that, in turn, does not mean that there is - which is the question of interest here. The burden of proof is on anyone claiming to know the answer, either way.