- #1
LarryS
Gold Member
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Suppose that we have a stochastic process and we suspect that the probability/probability density function changes with time, changes slowly in relation to the sampling rate.
Two examples might be:
1. A QM experiment in which the source of identically prepared particles is not quite a stationary process.
2. Repeated rolling of a hypothetical/magical 6-faced die for which the probability for the faces is not uniform and changes slowly with time.
From a practical standpoint, how would we measure how fast the overall probability function is changing?
(I do not have a strong background in statistics).
As always, thanks in advance.
Two examples might be:
1. A QM experiment in which the source of identically prepared particles is not quite a stationary process.
2. Repeated rolling of a hypothetical/magical 6-faced die for which the probability for the faces is not uniform and changes slowly with time.
From a practical standpoint, how would we measure how fast the overall probability function is changing?
(I do not have a strong background in statistics).
As always, thanks in advance.