"Equiripple Digital Filters in Quadratur Mirror Filter Banks"@en . . "1-4244-0801-6" . "4"^^ . . . "26220" . "Kub\u00E1sek, Radek" . "V \u010Dl\u00E1nku je pops\u00E1n n\u00E1vrh kvadraturn\u00ED banky filtr\u016F s pou\u017Eit\u00EDm standardn\u00EDho algoritmu n\u00E1vrhu \u010D\u00EDslicov\u00FDch filtr\u016F."@cs . "Equiripple Digital Filters in Quadratur Mirror Filter Banks" . . . "4"^^ . "Equiripple Digital Filters in Quadratur Mirror Filter Banks" . . "Bartu\u0161ek, Karel" . . "[77E49D79004A]" . "Proceedings of 10th International Conferenceon Communication Technology" . . . . . "Filtry s rovnom\u011Brn\u00FDm zvl\u011Bn\u00EDm v kvadraturn\u00EDch zrcadlov\u00FDch bank\u00E1ch"@cs . . "Guilin" . "RIV/00216305:26220/06:PU63643" . . . . "Equiripple Digital Filters in Quadratur Mirror Filter Banks"@en . . . "RIV/00216305:26220/06:PU63643!RIV07-GA0-26220___" . "The wavelet transform represents a very favourite tool for removing noise from signal on many areas of digital signal processing. A problem consists in that selected wavelet functions are mostly used that in advance define the impulse response of quadrature mirror filters (QMF) of the type of lowpass and highpass filters in a bank of filters. The paper deals with the design of QMF bank using standard design algorithms for digital filters. The Remez algorithm is used here as an example of the design of a bank of partial digital filters." . . . . "MRI, equiriple filter, digital filter bank, threshold"@en . "2006-11-27+01:00"^^ . "Guilin, \u010C\u00EDna" . "Gescheidtov\u00E1, Eva" . "Sm\u00E9kal, Zden\u011Bk" . "P(GA102/04/1097), P(KJB208130603), Z(MSM0021630513)" . "The wavelet transform represents a very favourite tool for removing noise from signal on many areas of digital signal processing. A problem consists in that selected wavelet functions are mostly used that in advance define the impulse response of quadrature mirror filters (QMF) of the type of lowpass and highpass filters in a bank of filters. The paper deals with the design of QMF bank using standard design algorithms for digital filters. The Remez algorithm is used here as an example of the design of a bank of partial digital filters."@en . "474392" . . "1309-1312" . "Filtry s rovnom\u011Brn\u00FDm zvl\u011Bn\u00EDm v kvadraturn\u00EDch zrcadlov\u00FDch bank\u00E1ch"@cs . "Institute of Electrical an Electronics Engineering, Beijing" . . . "4"^^ .