Objects exist that we cannot see. Those words provoke little controversy when spoken about matter beyond the visible universe. Why? Because the simplest mathem

Objects exist that we cannot see. Those words provoke little controversy when spoken about matter beyond the visible universe. Why? Because the simplest mathematical description we have of the objects we can see also includes those which in principle we cannot. We grant them the same ontological status as the Earth we stand on -- few would claim them as mere fictions to ease our task of prediction. Occam's Razor properly applied limits the amount of information in the description, not the amount of things the description describes. For example, pi's infinite decimal expansion is spared by this information theoretic razor. If you reject the multiverse, your full description of the universe must contain one bit for every binary "choice" the universe made, every qubit that collapsed. Quite a few bits that turns out to be. The multiverse description suffers no such flaw, as it contains only the initial conditions and the rules by which those conditions change over time.