This is lesson 2 from IBM Learn Quatum Info. Having done some preparation,
I am actually following along and enjoying the lesson. When things aren't clear to
me or I'm just tired, I stop the video and work things through for myself...
Below, on tensor products. I initially have two systems (kets) X and Y that are bound
together, so that the sum of all possible states is 1. I measure X, which comes in at
0, but not Y. What do I now know about the state of Y. That it now has the probabilities
of the initial X readings divided by the former's probability for 1. The probabilities on Y
now sum to 1. All this from the math alone...
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