Well, if they do know each other’s partitions and are computationally unbounded, then they would reach agreement after one step, wouldn’t they? (or did I misunderstand the theorem?)
Or do you mean If they don’t know each other’s partitions, iterative exchange of updated probabilities effectively transmits the needed information?
Well, if they do know each other’s partitions and are computationally unbounded, then they would reach agreement after one step, wouldn’t they? (or did I misunderstand the theorem?)
Or do you mean If they don’t know each other’s partitions, iterative exchange of updated probabilities effectively transmits the needed information?