I was vaguely aware that they turned up in quantum mechanics; my limited understanding at this point is that when you have two events that interfere with each other, it's sometimes useful to consider how much additional likelihood the event B adds as compared to A alone. But if B makes A less likely, that looks like a negative probability. I should probably study this more, and continue not mentioning it to students.
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related, I was running a probability calc recently, and determined it probably needed debugging when it came up with a P(X) = 2034.
--Beth
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I was vaguely aware that they turned up in quantum mechanics; my limited understanding at this point is that when you have two events that interfere with each other, it's sometimes useful to consider how much additional likelihood the event B adds as compared to A alone. But if B makes A less likely, that looks like a negative probability. I should probably study this more, and continue not mentioning it to students.
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