...In physics, too, there is a Central Dogma, which I have dubbed ‘the evolutionary paradigm’. It is the notion that physics can be neatly divided into a kinematical part, which concerns the description of a physical system at an instant of time, and a dynamical part, which concerns the evolution of a physical system from earlier to later times.

The laws of physics are correlation laws. In classical physics, states are correlated deterministically, so earlier states can be used to predict later states (and later states can be used to retrodict earlier states). Quantum physics correlates measurement outcomes statistically, so earlier measurement outcomes can be used to predict the probabilities of the possible outcomes of later measurements (and later measurement outcomes can be used to retrodict the probabilities of the possible outcomes of earlier measurements). Because the quantum-mechanical correlation laws are genuinely probabilistic, they may not conform to the evolutionary paradigm.

And they don’t. For one thing, the time-symmetry of the laws of physics is at odds with the unidirectionality of the evolutionary paradigm, which has its roots in a physically unwarranted projection into the world of the way we perceive the world. (This casts doubt on the appropriateness of the evolutionary paradigm even for classical physics.) For another thing, the interpretation of a quantum state as an evolving physical state (rather than as a mere computational device) gives rise to no end of pseudo-questions (and gratuitous answers), such as the notorious questions of where and when and how (and with respect to which basis) the wave function collapses ...
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