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Boundary effects in signal processing: From classical problems to new opportunities
Popoola, Seyi James ; Druckmüllerová, Hana (oponent) ; Cicone, Antonio (vedoucí práce)
This thesis focuses on boundary issues in the decomposition of signals. Classical methods boundary issues have been studied extensively, but a new generation of methods has been introduced in the last couple of decades. The implementation of these novel methods has the potential to produce in an efficient way more accurate, flexible, and interpretable results, which can help advance research in real-life applications in various fields. Boundary issues for these techniques have been studied only recently. The results published so far shows that these methods have limitations and assumptions that need to be carefully considered to avoid potential misuse. In this study, we pinpoint and tackle the major obstacles associated with the use these new methods, and the recommendations on how to utilize them most effectively is also provided. To further illustrate the potential consequences of improper usage, we undertake a comprehensive examination of their application to actual data and carry out numerical simulations. Lastly, we propose a set of best practices for optimizing the performance of these techniques in the context of signal decomposition. A crucial suggestion is to employ, before applying any decomposition method, a signal extension technique as a means of mitigating boundary effects.

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