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adjective:
 Of or associated with particular methods that, provided plenty of time, at some point come back to previously skilled condition.
 Of or regarding a process in which every sequence or sample of sufficient dimensions are equally representative of this entire.
 good recurrent aperiodic state of stochastic systems; tending in probability to a limiting type which in addition to the preliminary problems
 Of or associated with particular systems that, given enough time, at some point return to previously skilled state.
 Of or concerning an activity where every sequence or sample of enough size is equally representative associated with entire.
 positive recurrent aperiodic condition of stochastic systems; tending in probability to a limiting form that's independent of the initial problems
 Of or regarding certain systems that, provided plenty of time, at some point come back to previously experienced condition.
 Of or associated with a process in which every series or test of adequate dimensions are similarly representative associated with entire.
 good recurrent aperiodic condition of stochastic systems; tending in probability to a limiting form that's independent of the preliminary conditions
 Of or concerning specific systems that, offered enough time, will eventually come back to previously experienced condition.
 Of or relating to a procedure by which every series or sample of enough dimensions are equally representative of this whole.
 positive recurrent aperiodic state of stochastic methods; tending in likelihood to a limiting type that's independent of the preliminary circumstances
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Sentence for "ergodic"
 The Ehrenfests (1912) paper was the…

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How would you define ergodic?