U1 9

Correlation Functions – Two random patterns

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Two random patterns

How can we find out whether two random patterns have something to do with each other or not?

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When the janitor and Alice go into the next room, they pass two chess boards. Black-and-white random patterns emerge on these flickering chess boards.

At this station we will be concerned in a more in-depth manner with various black-and-white random patterns.

If “White” has been measured, how great is, in that case, the probability of “Black”, or of “White”, if a second measurement is taken?

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