- #71
rkastner
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vanhees71 said:That's easy to understand from the minimal statistical interpretation. A baseball is well described as a classical system, because you are only interested in very coarse-grained observables and not on the microscopic details. You don't follow the quantum state of ##\mathcal{O}(10^{24})## molecules in detail, because this is not possible in practice and fortunately far from being necessary to understand the "relevant" "classical" degrees of freedom (the center of mass/momentum motion and the rotation if you are satisfied with the "rigid-body approximation"). For those very rough effective degrees of freedom it is enough to consider the expectectation values which follow with high accuracy the classical description in terms of Newtonian mechanics.
Thanks. But does it account for the separation of degrees of freedom of the universe into recognizable objects such as baseballs, with recognizable centers-of-mass? Or does it take distinguishable (i.e. non quantum-correlated) objects as primitive?