The reason that this problem does not come up in practice is because the ‘standard’ interpretation is a legacy of the Copenhagen view, and the Copenhagen view does not postulate wavefunction monism. Copenhagenism insisted on the necessity of having a classical description somewhere, the description of the ‘measurement situation’: the infamous Copenhagen ‘cut’ was exactly between a quantum realm and a classical realm. And the classical description would, of course, be in terms of local beables, so there is no problem applying a spacetime transformation to it. Within this sort of a dualistic picture the problem of spacetime transformations of the wavefunction can be approached. The problem, of course, is that this sort of dualistic ontology is impossible to take seriously: no one ever thought that there were really two different sorts of physical systems, the classical and the quantum, that somehow interact. If that were the view, then the ‘cut’ would be a matter of physical fact: somewhere the classical and quantum bits of ontology would actually meet. Furthermore, it is evident that the ‘classical objects’, measuring apparatus and so on, are composed out of ‘quantum stuff’ (electrons, protons, and so on), so this cannot really be a dualistic ontology. In the confused morass of Copenhagenism, the observation that the ‘cut’ could, For All Practical Purposes, be moved about at will within a large range was taken to show that the cut itself corresponded not to a physical fact but to a convention, or something like that. But if the theory can be formulated without a cut at all, let it be so formulated. Having removed the cut and put everything in the quantum ontology, one would evidently remove all the local beables, and all the problems we have been discussing would return.