Monday, 1 December 2014

A quantum particle moving from A to B will take every possible path from A to B at the same time


If a quantum particle can take an unlimited number of paths to get from point A to point B wouldn't a quantum particle never get from point A to point B?


A quantum particle takes every path at the same time to get from A to B? How is that even possible? Can anyone really explain what is going on? And maybe shed some light on the math?




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