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A stochastic process is a collection of random variables usually indexed by a totally ordered set.
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Functions that preserve the mixing of a stochastic process
Suppose we have a continuous-time stochastic process $s(t)$ that's mixing. What properties would a function $f$ have to have so that $f(s(t))$ would also be mixing?
I'm sure this is a well-known thin …
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Confidence Intervals for strongly mixing stochastic processes
I have $s(t)$, a stationary stochastic process that we know is strongly mixing - and I also know that samples from $s(t)$ are definitely correlated over time. I want to estimate the mean of $s(t)$, $\ …