01818cam a22003737a 450000100090000000300050000900500170001400800410003101000170007201500190008901600180010802000250012602000220015102000250017302000220019803500240022004000610024404200140030505000250031908200260034410000310037024500830040126000640048430000340054849000490058250504720063165000430110370000290114683000570117590600450123294200120127799900190128995201360130817238176NUST20221117094740.0120402s2012    enka     b    001 0 eng    a  2011277051  aGBB1995732bnb7 a0158746592Uk  a9781107013223 (hbk.)  a1107013224 (hbk.)  a9781107601048 (pbk.)  a1107601045 (pbk.)  a(OCoLC)ocn751752415  aUKMGBbengcUKMGBdYDXCPdCDXdNUIdBTCTAdBWXdMUUdDLC  alccopycat00aTK5102.9b.D344 201204a621.38220151, DAN2231 aDamelin, Steven B.910276014aThe mathematics of signal processing /cSteven B. Damelin, Willard Miller, Jr.  aCambridge ;aNew York :bCambridge University Press,c2012.  axii, 449 p. :bill. ;c25 cm.1 aCambridge texts in applied mathematics ;v480 aIntroduction (Page-1), Normed vector spaces (Page-3), Analytic tools (Page-73), Fourier series (Page-92),The Fourier transform (Page-127), Compressive sampling (Page-164), Discrete transforms (Page-208),Linear filters (Page-230), Windowed fourier and continuous wavelet transforms. Frames (Page-242),Multiresolution analysis (Page-272), Discrete wavelet theory (Page-341), Biorthogonal filters and wavelets (Page-367), Parsimonious representation of data (Page-401).
 0aSignal processingxMathematics.9940021 aMiller, Willard.9102761 0aCambridge texts in applied mathematics ;v48.910547  a7bcbcccopycatd2encipf20gy-gencatlg  2ddccBK  c592331d592331  00102ddc4070aMCSbMCScGENd2022-11-17o621.38220151,DANpMCS38215r2022-11-17w2022-11-17yBKzAlmirah Fresh No.45, Shelf No.4