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IPP : 1 1 • ( ) • • THIS TYPE STYLE This type style This type style IPP : IPP_MAX_64S IppLibraryVersion : void ippsFree() : val, srcLen 1D x(n) x[n] x[n], 0 ≤ n < len len n pDst[n] = pSrc[n] + val pDst pDst[n] n (0 len-1) 1-4
IPP : 1 1 IPP • : IPP_MIN_64S • Ipps IPP Ipp : IppsROIIppLibraryVersion • ipps IPP ipps • : ippsAddAllRowSum IPP 2-2 1-5
Page 1 and 2: ® (IPP) 1 : © 2000-2001 I
Page 3 and 4: 1 2 IPP ......................
Page 5 and 6: IPP : 1 Or ....................
Page 7 and 8: IPP : 1 ......................
Page 9 and 10: IPP : 1 ......................
Page 11 and 12: IPP : 1 7-1 flag ...........
Page 13 and 14: 1 1 ® IPP(Integrated Performance
Page 15: IPP : 1 1 3 8 ( ipps
Page 19 and 20: 2 IPP IPP IPP IPP IPP MMX
Page 21 and 22: IPP : 1 2 SetAddCopy ippG
Page 23 and 24: IPP : 1 2 ( : ippsThre
Page 25 and 26: IPP : 1 2 IppStatus IPP 2-9
Page 27 and 28: IPP : 1 2 2-2 IPP IppSta
Page 29 and 30: IPP : 1 2 2-2 ( ) ippStsMome
Page 31 and 32: 3 IPP ippsGetLibVersion IPP
Page 33 and 34: IPP : 1 3 GetStatusString con
Page 35 and 36: IPP : 1 3 len ippsMalloc 32
Page 37 and 38: 4 2 Copy IppStatus ippsCopy
Page 39 and 40: IPP : 1 4 IppStatus ippsSet_32f
Page 41 and 42: IPP : 1 4 4-3 ippsZero IppSta
Page 43 and 44: IPP : 1 4 ippStsNoErr ippStsNu
Page 45 and 46: IPP : 1 4 Triangle IppStatus
Page 47 and 48: IPP : 1 4 RandUniform IppSt
Page 49 and 50: IPP : 1 4 Jaehne Jaehne Ve
Page 51 and 52: 5 (window) IPP( ) ANDOR XOR
Page 53 and 54: IPP : 1 5 pSrc1pSrc2 pDst pSrc
Page 59 and 60: IPP : 1 5 pDst pSrcDst len
Page 61 and 62: IPP : 1 5 5-1 void saturate(v
Page 63 and 64: IPP : 1 5 ippStsNoErr ippStsNu
Page 65 and 66: IPP : 1 5 5-2 ippsAdd IppStat
Page 67 and 68:
IPP : 1 5 IppStatus ippsMul_16s
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IPP : 1 5 val pSrc pDst pSrcDs
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IPP : 1 5 Sub 2 IppStatus ipps
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IPP : 1 5 DivC IppStatus ippsD
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IPP : 1 5 IppStatus ippsDiv_32f
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IPP : 1 5 5-3 ippsDiv_16s_ISfs
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IPP : 1 5 5-5 ippsAbs void ab
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IPP : 1 5 5-6 ippsSqr IppStat
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IPP : 1 5 ippStsNoErr ippStsNu
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IPP : 1 5 ippsExp pSrc pDst
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IPP : 1 5 IppStatus ippsLn_64f(
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IPP : 1 5 pSrc vsub vdiv pDst
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IPP : 1 5 IppStatus ippsConvert
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IPP : 1 5 pSrc pSrcRe pSrcIm p
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IPP : 1 5 len scaleFactor 2
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IPP : 1 5 ippsPowerSpectr pS
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IPP : 1 5 Real 2 IppStatus i
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IPP : 1 5 ippsRealToCplx 2 p
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IPP : 1 5 IppStatus ippsThresho
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IPP : 1 5 ippsThreshold_GT pD
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IPP : 1 5 level ippStsNoErr
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IPP : 1 5 5-15 ippsCartToPolar
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IPP : 1 5 pSrcMagn pSrcPhase p
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IPP : 1 5 pSrc len pOrder
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IPP : 1 5 MuLawToLin 8 µ-law
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IPP : 1 5 MuLawToALaw 8 µ-law
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IPP : 1 5 5-16 void compand(
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IPP : 1 5 WinBartlett Bartlett
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IPP : 1 5 WinBlackman Blackman
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IPP : 1 5 ippsWinBlackman pSr
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IPP : 1 5 IppStatus ippsWinHamm
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IPP : 1 5 pSrc pDst pSrcDst le
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IPP : 1 5 IppStatus ippsWinKais
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IPP : 1 5 ( ) IPP Sum Ip
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IPP : 1 5 Max IppStatus ippsMa
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IPP : 1 5 ippsMin pSrc pMin
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IPP : 1 5 Mean IppStatus ippsM
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IPP : 1 5 pSrc pStdDev len sca
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IPP : 1 5 IppStatus ippsNorm_L2
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IPP : 1 5 pSrc1pSrc2 pNorm len
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IPP : 1 5 IppStatus ippsDotProd
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IPP : 1 5 • ( ) • ( )
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IPP : 1 5 SampleDown IppStatu
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IPP : 1 5 5-29 ippsSampleDown
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6 IPP LTI(linear time-invarian
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IPP : 1 6 pSrc srcLen pDst
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IPP : 1 6 len2 pDst dstLen lowL
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IPP : 1 6 • (FIR) • 2
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IPP : 1 6 IppStatus ippsFIRMRIn
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IPP : 1 6 pDlyLine pState tap
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IPP : 1 6 IppStatus ippsFIRFree
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IPP : 1 6 ippsFIROne src p
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IPP : 1 6 IppStatus ippsFIR64f_
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IPP : 1 6 ippStsContextMatchErr
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IPP : 1 6 IppStatus ippsFIRGetT
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IPP : 1 6 IppStatus ippsFIRGetD
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IPP : 1 6 FIRLMSInitAlloc 2 (
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IPP : 1 6 IppStatus ippsFIRLMSO
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IPP : 1 6 FIRLMS FIR LMS IppS
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IPP : 1 6 FIRLMSGetTaps FIR LMS
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IPP : 1 6 IppStatus ippsIIRInit
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IPP : 1 6 ippsIIRInitAlloc_BiQu
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IPP : 1 6 IppStatus ippsIIROne3
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IPP : 1 6 IppStatus ippsIIR_32f
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IPP : 1 6 ippsIIR IIR pSrc
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IPP : 1 6 6-7 ippsIIR IppStat
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IPP : 1 6 IppStatus ippsIIRGetD
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IPP : 1 6 ( ) ( Window
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IPP : 1 6 6-8 ippsFilterMedian
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7 IPP IPP (DFT) (FFT) (DCT)
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IPP : 1 7 Perm Perm FFT FFT P
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IPP : 1 7 IppStatus ippsMulPerm
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IPP : 1 7 (FFT) FFT (DFT) F
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IPP : 1 7 ippStsFftFlagErr ippS
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IPP : 1 7 pFFTSpec pSize FFT
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IPP : 1 7 ippsFFTFwd_CToC ip
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IPP : 1 7 IppStatus ippsFFTFwd_
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IPP : 1 7 7-5 ippsFFTFwd_RToCC
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IPP : 1 7 IppStatus ippsDFTInit
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IPP : 1 7 IppStatus ippsDFTFwd_
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IPP : 1 7 DFTFwd_RToPermDFTInv_
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IPP : 1 7 DFT Xk ( ) = A ∑
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IPP : 1 7 DFT(Goertzel) 1 D
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IPP : 1 7 7-7 Goertzel IppSta
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IPP : 1 7 ippsFFTFwdFree ipp
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IPP : 1 7 DCTFwdDCTInv (DCT)
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IPP : 1 7 7-8 ippsDCTFwd ipps
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IPP : 1 7 2 • • 7-1
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IPP : 1 7 WTHaarFwdWTHaarInv
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IPP : 1 7 ippsWTHaar Haar
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IPP : 1 7 IppStatus ippsWTInvIn
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IPP : 1 7 WTFwdFreeWTInvFree I
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IPP : 1 7 ippsWTFwd (2 * dst
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IPP : 1 7 7-4 1 ( ) FIR
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IPP : 1 7 “ ” dlyL
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IPP : 1 7 1 “ ” “
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IPP : 1 7 7-5 1 ( ) ( )
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IPP : 1 7 “ ”
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8 IPP SVD(Single Value Decom
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IPP : 1 8 AddMulCol IppStatus
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IPP : 1 8 DotProdCol 2 IppStat
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IPP : 1 8 QRTransCol QR IppSta
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IPP : 1 8 ippsSumCol pDst p
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IPP : 1 8 SumColSqr 2 IppSta
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IPP : 1 8 SubRow IppStatus ipp
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IPP : 1 8 ippsSumRow D2 :
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IPP : 1 8 ippsSumRowSqr pSrc
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IPP : 1 8 ZeroMean IppStatus
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IPP : 1 8 MeanCol IppStatus
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IPP : 1 8 ippsVarCol D2 :
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IPP : 1 8 MeanVarAcc IppStatus
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IPP : 1 8 LogAdd 2 ( ) I
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IPP : 1 8 1 2 a 0 ,...,
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IPP : 1 8 L L+w⋅d w⋅d
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IPP : 1 8 ippsEvalDelta pSrcD
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IPP : 1 8 DeltaDelta 1 2 Ip
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IPP : 1 8 (PDF) IPP PDF
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IPP : 1 8 ippsMahDistSingle 1
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IPP : 1 8 LogGauss2 IppStatus
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IPP : 1 8 pSrc mSrc srcStep pS
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IPP : 1 8 D2 : pDst[ i] = pSrc
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IPP : 1 8 LogGaussAdd1 2 ( )
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IPP : 1 8 wgt2 det2 2 2 ippsG
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IPP : 1 8 W1[ i] = wgt1 ⋅ ( p
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[Mit93] 27 [Opp75][Opp89][Jac89]
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(adaptive filter) ( ) (arith
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IPP : 1 LMS Least Mean Square 2
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A Abs, 5-28 Add, 5-13 AddAllRowSum,
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IPP : 1 FIRMRInitAlloc, 6-10 FI
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IPP : 1 ippsLn()Ln ippsLogAdd(
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IPP : 1 O Or, 5-4 OrC, 5-3 P Pa
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IPP : 1 LogAdd, 8-27 LogSub, 8-
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IPP : 1 WinBlackman, 5-85 WinHa
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