2022•Unpublished venueOpen access

Prediction for the Processes with Almost Cyclostationary Structure

Kim-Hung Pho, Zhenshuai Fu, Mohammad Reza Mahmoudi, Bùi Anh Tuấn

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Abstract

This paper is devoted to establish a computational approach to predict the processes with almost cyclostationary structure. The main idea is based on the estimating of the support of spectra and using the discrete Fourier transform and periodogram of almost cyclostationary processes. The simulated and real datasets are applied to study the performance of the introduced approach. The results confirm that the presented method acts efficiently for simulated and real datasets.

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What this paper is about

This paper is devoted to establish a computational approach to predict the processes with almost cyclostationary structure. The main idea is based on the estimating of the support of spectra and using the discrete Fourier transform and periodogram of almost cyclostationary processes. The simulated and real datasets are applied to study the performance of the introduced approach. The results confirm that the presented method acts efficiently for simulated and real datasets.

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Available abstract

This paper is devoted to establish a computational approach to predict the processes with almost cyclostationary structure. The main idea is based on the estimating of the support of spectra and using the discrete Fourier transform and periodogram of almost cyclostationary processes. The simulated and real datasets are applied to study the performance of the introduced approach. The results confirm that the presented method acts efficiently for simulated and real datasets.

Key concepts: Cyclostationary process, Periodogram, Algorithm, Computer science, Fourier transform, Mathematics, Telecommunications, Mathematical analysis

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