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We need a rigorous definition of symmetric influence diagrams. Influence diagrams which are not symmetric are asymmetric. If an influence diagram has inactive chance states, it can be asymmetric, but I don't think it's a sufficient condition.
We can only use activate_path_cut on symmetric influence diagrams where the exact number of active paths is constant.
The text was updated successfully, but these errors were encountered:
We need a rigorous definition of symmetric influence diagrams. Influence diagrams which are not symmetric are asymmetric. If an influence diagram has inactive chance states, it can be asymmetric, but I don't think it's a sufficient condition.
We can only use
activate_path_cut
on symmetric influence diagrams where the exact number of active paths is constant.The text was updated successfully, but these errors were encountered: