Time Reversibility
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High Quality Content by WIKIPEDIA articles! Time reversibility is an attribute of some stochastic processes and some deterministic processes. If a stochastic process is time reversible, then it is not possible to determine, given the states at a number of points in time after running the stochastic process, which state came first and which state arrived later. If a deterministic process is time reversible, then the time-reversed process satisfies the same dynamical equations as the original process, AKA reversible dynamics; the equations are invariant or symmetric under a change in the sign of...
High Quality Content by WIKIPEDIA articles! Time reversibility is an attribute of some stochastic processes and some deterministic processes. If a stochastic process is time reversible, then it is not possible to determine, given the states at a number of points in time after running the stochastic process, which state came first and which state arrived later. If a deterministic process is time reversible, then the time-reversed process satisfies the same dynamical equations as the original process, AKA reversible dynamics; the equations are invariant or symmetric under a change in the sign of time.
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