Fascinating. The summary: “On the one hand, according to the (generalized) standard canonical interpretation, the arrival distribution is considered as a gener

Fascinating. The summary: “On the one hand, according to the (generalized) standard canonical interpretation, the arrival distribution is considered as a generalized observable, which is described by a positive-operator-valued measure (POVM), satisfying some required symmetries [10, 11, 30, 31]. On the other hand, in the realistic- trajectory-based formulations of quantum theory, such as the Bohmian mechanics [32], Nelson stochastic mechanics [33], and many interacting worlds interpretation [34], the arrival time distribution could be obtained from particles trajectories [7, 18, 35, 36].” I’d be interested to hear a definition of each of those interpretations.