The cycloergodic theory developed herein extends and generalizes existing ergodic theory for asymptotically mean stationary and N -stationary (cyclostationary) ...
The cycloergodic theory developed herein extends and generalizes existing ergodic theory for asymptotically mean stationary and N -stationary ...
Specifically, it is shown that periodic components of time-varying probabilistic parameters can be consistently estimated from time averages on one sample path.
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CYCLOERGODIC PROPERTIES OF DISCRETE-PARAMETER NONSTATIONARY STOCHASTIC PROCESSES. (Abstract) IEEE Transactions on Information Theory, Vol. IT-29, No. 1, pp ...
R.A. Boyles et al. Cycloergodic properties of discrete-parameter nonstationary stochastic processes. IEEE Trans. (1983).
Aug 20, 2024 · Ergodicity is a property of stochastic processes that relates the time average of a single realization to the ensemble average across multiple ...
Missing: Cycloergodic | Show results with:Cycloergodic
Jun 15, 2023 · R. A. Boyles and W. A. Gardner, Cycloergodic properties of discrete-parameter nonstationary stochastic processes, IEEE, Trans. Infor. Theory 29 ...
R.A. Boyles et al. Cycloergodic properties of discrete-parameter nonstationary stochastic processes. IEEE Trans. Inform. Theory.
[6] R. A. Boyles and W. A. Gardner, "Cycloergodic properties of discrete-parameter nonstationary stochastic processes,” IEEE Trans. Inform. Theory, vol. IT ...
A cyclostationary process is a signal having statistical properties that vary cyclically with time.