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National Repository of Grey Literature

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	Audio inpainting algorithms Kolbábková, Anežka ; Veselý, Vítězslav (referee) ; Rajmic, Pavel (advisor) Tato práce se zabývá doplňováním chybějících dat do audio signálů a algoritmy řešícími problém založenými na řídké reprezentaci audio signálu. Práce se zaměřuje na některé algoritmy, které řeší doplňování chybějících dat do audio signálů pomocí řídké reprezentace signálů. Součástí práce je také návrh algoritmu, který používá řídkou reprezentaci signálu a také nízkou hodnost signálu ve spektrogramu audio signálu. Dále práce uvádí implementaci tohoto algoritmu v programu Matlab a jeho vyhodnocení. Detailed record
	Applications of linear algebra and optimization in sound signal processing Kolbábková, Anežka ; Veselý, Vítězslav (referee) ; Rajmic, Pavel (advisor) This thesis is focused on sparse representation of audio signals. It consists of theoretical introduction to basic issues of sparse representation and also simulation on artificial tones of ``piano'' in program Matlab. The theory is verified on this generated tones and also on real signals. Detailed record
	Audio inpainting algorithms Kolbábková, Anežka ; Veselý, Vítězslav (referee) ; Rajmic, Pavel (advisor) Tato práce se zabývá doplňováním chybějících dat do audio signálů a algoritmy řešícími problém založenými na řídké reprezentaci audio signálu. Práce se zaměřuje na některé algoritmy, které řeší doplňování chybějících dat do audio signálů pomocí řídké reprezentace signálů. Součástí práce je také návrh algoritmu, který používá řídkou reprezentaci signálu a také nízkou hodnost signálu ve spektrogramu audio signálu. Dále práce uvádí implementaci tohoto algoritmu v programu Matlab a jeho vyhodnocení. Detailed record
	Applications of linear algebra and optimization in sound signal processing Kolbábková, Anežka ; Veselý, Vítězslav (referee) ; Rajmic, Pavel (advisor) This thesis is focused on sparse representation of audio signals. It consists of theoretical introduction to basic issues of sparse representation and also simulation on artificial tones of ``piano'' in program Matlab. The theory is verified on this generated tones and also on real signals. Detailed record

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