RHS in formula (9.2) should be $\mathbf{XW}+b-10|\mathbf W|$
Also, I wonder what $\mathbf W$ is like in this case. $\hat{E}$ is a scalar and $\mathbf X$ is a matrix, so there seems to be an aggregation function put upon $\mathbf{XW}$. Assuming $\mathbf W$ is some message passing with aggregation, claiming it to have "permutation variance" might not hold, as long as the aggregation is permutation invariant. Would appreciate it if anyone could clarify this!
https://dmol.pub/dl/data.html#input-data-equivariances
RHS in formula (9.2) should be $\mathbf{XW}+b-10|\mathbf W|$
Also, I wonder what $\mathbf W$ is like in this case. $\hat{E}$ is a scalar and $\mathbf X$ is a matrix, so there seems to be an aggregation function put upon $\mathbf{XW}$. Assuming $\mathbf W$ is some message passing with aggregation, claiming it to have "permutation variance" might not hold, as long as the aggregation is permutation invariant. Would appreciate it if anyone could clarify this!