.MCAD 306000000 Z  docDocument<mcObjectI   (d2_graph_format graphData axisFormatDDtrace2D      dim_formatCmasslengthtimecharge temperature luminosity substanceNumericalFormat@dii shpRectE HmcDocumentObjectStateJ@ mcPageModel:333??*>`,y>mcHeaderFooter99 ComputeEngine=BuiltInsB  SerialAnyvalH@!@H@"@H#@HMbP?$@H units_classA TextState0 TextStyle/@ ArialNormalfont_style_list> font_style?  VariablesTimes New Roman?  ConstantsTimes New Roman? TextArial? Greek VariablesSymbol? User^1Arial? User^2 Courier New? User^3System? User^4Script? User^5Roman? User^6Modern? User^7Times New Roman? SymbolsSymbol? Current Selection FontArial? Undefined Font? HeaderArial? FooterArial? Rotated Math FontTimes New Romans TextRegion docRegion7shpBoxD] CharacterMapRangeMap,CFrequency Domain Steerable Pyramid Filter Design  ChrPropMap( RangeElem-  ChrPropData) RangeData.0,0,128 ParPropMap* -  ParPropData+EmbedMap" -LinkMap  -LinkData!@NormalArial @D(+((eSecond derivative, k = 3 filter(-)0,0,128*-+"- -!@NormalArial @D+(Ken Castleman 2/17/98(-)0,0,128*-+"- -!@NormalArial @DW+(WW StPyr_03.MCD( - !)0,0,128* "- #+"$-  %- &!@NormalArial 'eqRegion3@D CGT0P(tree1 p)1 (*1d)N+1)16,3@Dp;`}P-1 p.1 -/1d.a01.11d0floor21p031241d3N513263@DC6TP71 p81 791d8i:18;1t:0<1:N=3@DxCTP>1 p?1 >@@1d?k@A1?@B1t@A0@C1@AN@D3@Dx<TP`@E1 p@F1 @E@G1d@Fj@H1{@F@I1K@H@J1@I1@K@Dk{x@CDefine smooth-edged lowpass and highpass functions (raised cosine).(C@L-C@M)@K0,0,128*C@N-C@O+"@P- C@Q-C@R!@NormalArial @S3@DW@T1 p@U1 @T@V1@@U@W1d@V\q@X1 @V@Y1d@Xi@Z1@Xk@[1@U@\1d@[angle@]1p@[@^1 @]@_1@@^@`1@@_@a1d@`i@b1@`0.001@c1@_a@d1@^@e1d@dk@f1@da@g3@DrP@h1 p@i1 @h@j1@@i@k1d@jLP@l1p@j@m1 @l@n1 @@m@o1d@nx1@p1@nx2@q1@mx@r1@i@s1d@rif@t1p@r@u1 @t@v1 @@u@w1)@@v@x1d@wx@y1@wx1@z1@v1@{1@u@|1t@{if@}1p@{@~1 @}@1 @@~@1(@@@1d@x@1@x2@1@0@1{@~@1@@1d@0.5@1p@@1@@1t@1@1@@1d@cos@1p@@1@@1d@\p@1p@@1@@1@@@1d@x@1@x1@1@@1d@x2@1@x1@3@Dx@1 p@1 @@1d@c@1{@@1@@1t@8@1@@1t@9@1@1.113@3@D9@1 p@1 @@1@@@1d@\r@1 @@1d@i@1@k@1{@@1@@1@@@1p@@@1@@1d@i@1@a@1@2@1@@1p@@@1@@1d@k@1@a@1@2@3@DtR@1 p@1 @@1@@@1d@HP@1p@@1 @@1 @@@1d@x1@1@x2@1@x@1@@1d@if@1p@@1 @@1 @@@1)@@@1d@x@1@x1@1@0@1@@1t@if@1p@@1 @@1 @@@1(@@@1d@x@1@x2@1@1@1{@@1@@1d@0.5@1p@@1@@1t@1@1@@1d@cos@1p@@1@@1d@\p@1p@@1@@1@@@1d@x@1@x1@1@@1d@x2@1@x1@3@D'o@1 p@1 @@1@@@1d@sign@1p@@1@x@1@@1d@if@1p@@1 @@1 @@@1)@@@1d@x@1@0@1K@@1@1@1@1@3@D8dI@1 p@1 @@1d@f1@1@@1t@0@1@aA3@DxA1 pA1 AA1dAf2A1AA1@AA1tA5A1A8A1AaA @D$+00ADefine the transfer functions of the one highpass, two lowpass and three bandpass filters. The constants f1 and f2 control the steepness of the cutoffs, and c is a required fudge factor. The LP(f3,f4) filter is not required, but it makes the kernels smaller.(A -A )A 0,0,128*A -A +"A- A-A!@NormalArial A3@D2~I)@A1 pA1 AA1@AA1dAL0A1 AA1dAiA1AkA1AA1dALPA1pAA1 AA1 @AA1dAf2A1AaA 1AA!1dA \rA"1 A A#1dA"iA$1A"kA%3@D2*I@A&1 pA'1 A&A(1@A'A)1dA(H0A*1 A(A+1dA*iA,1A*kA-1A'A.1dA-HPA/1pA-A01 A/A11 @A0A21dA1f2A31A1aA41A0A51dA4\rA61 A4A71dA6iA81A6kA93@D`+P@A:1 pA;1 A:A<1@A;A=1dA<L1A>1 AiA@1A>kAA1A;AB1dAALPAC1pAAAD1 ACAE1 @ADAF1dAEf1AG1AEAH1dAGaAI1AG2AJ1ADAK1dAJ\rAL1 AJAM1dALiAN1ALkAO3@D+>P!@AP1 pAQ1 APAR1dAQf3AS1AQAT1@ASAU1tAT6AV1AT8AW1ASaAX3@D`3Dq@AY1 pAZ1 AYA[1dAZf4A\1AZA]1tA\1.2A^1A\aA_3@DKp*`MA`1 pAa1 A`Ab1@AaAc1dAbB1Ad1 AbAe1dAdiAf1AdkAg1AaAh1@AgAi1@AhAj1dAicAk1AiAl1dAkLPAm1pAkAn1 AmAo1 @AnAp1dAof3Aq1Aof4Ar1AnAs1dAr\rAt1 ArAu1dAtiAv1AtkAw1AhAx1dAwHPAy1pAwAz1 AyA{1 @AzA|1dA{f1A}1A{A~1dA}aA1A}2A1AzA1dA\rA1 AA1dAiA1AkA1AgA1@AA1dAcosA1pAA1AA1dA\qA1 AA1dAiA1AkA1A3A3@Dm4*NA1 pA1 AA1@AA1dAB2A1 AA1dAiA1AkA1AA1@AA1@AA1dAcA1AA1dALPA1pAA1 AA1 @AA1dAf3A1Af4A1AA1dA\rA1 AA1dAiA1AkA1AA1dAHPA1pAA1 AA1 @AA1dAf1A1AA1dAaA1A2A1AA1dA\rA1 AA1dAiA1AkA1AA1@AA1dAcosA1pAA1AA1@AA1dA\qA1 AA1dAiA1AkA1AA1dA\pA1A4A1A3A3@Dpm A1 pA1 AA1@AA1dAB4A1 AA1dAiA1AkA1AA1@AA1@AA1dAcA1AA1dALPA1pAA1 AA1 @AA1dAf3A1Af4A1AA1dA\rA1 AA1dAiA1AkA1AA1dAHPA1pAA1 AA1 @AA1dAf1A1AA1dAaA1A2A1AA1dA\rA1 AA1dAiA1AkA1AA1@AA1dAcosA1pAA1AA1@AA1dA\qA1 AA1dAiA1AkA1AA1@AA1dA3A1A\pA1A4A1A3A3@D4*gA1 pA1 AA1@AA1dAB3A1 AA1dAiB1AkB1AB1@BB1@BB1dBcB1BB1dBLPB1pBB1 BB 1 @BB 1dB f3B 1B f4B 1BB 1dB \rB1 B B1dBiB1BkB1BB1dBHPB1pBB1 BB1 @BB1dBf1B1BB1dBaB1B2B1BB1dB\rB1 BB1dBiB1BkB1BB 1@BB!1dB cosB"1pB B#1B"B$1@B#B%1dB$\qB&1 B$B'1dB&iB(1B&kB)1B#B*1dB)\pB+1B)2B,1B3B-3@D` B.1 pB/1 B.B01@B/B11dB0BPB21 B0B31dB2iB41B2kB51B/B61@B5B71dB6cB81B6B91dB8LPB:1pB8B;1 B:B<1 @B;B=1dB<f3B>1B<f4B?1B;B@1dB?\rBA1 B?BB1dBAiBC1BAkBD1B5BE1dBDHPBF1pBDBG1 BFBH1 @BGBI1dBHf1BJ1BHBK1dBJaBL1BJ2BM1BGBN1dBM\rBO1 BMBP1dBOiBQ1BOkBR@Dg_ _ > Compute functions to show that the constraints are satisfied.(>BS->BT)BR0,0,128*>BU->BV+"BW- >BX->BY!@NormalArial BZ3@D8u dB[1 pB\1 B[B]1@B\B^1dB]M2B_1 B]B`1dB_NBa1B_NBb1B\0Bc3@D.DBd1 pBe1 BdBf1@BeBg1dBfM1Bh1 BfBi1dBhiBj1BhkBk1BeBl1@BkBm1@BlBn1@BmBo1p@BnBp1BoBq1dBpB1Br1 BpBs1dBriBt1BrkBu1Bn2Bv1BmBw1p@BvBx1BwBy1dBxB2Bz1 BxB{1dBziB|1BzkB}1Bv2B~1BlB1p@B~B1BB1dBB3B1 BB1dBiB1BkB1B~2B1BkB1p@BB1BB1dBB4B1 BB1dBiB1BkB1B2B3@D`B1 pB1 BB1@BB1eB=M2B1 BB1dBiB1BkB1BB1@BB1p@BB1BB1dBH0B1 BB1dBiB1BkB1B2B1BB1p@BB1BB1dBL0B1 BB1dBiB1BkB1B2B3@D )F B1 pB1 BB1@BB1dBM3B1 BB1dBiB1BkB1BB1@BB1dBM1B1 BB1dBiB1BkB1BB1p@BB1BB1dBL1B1 BB1dBiB1BkB1B2B@D+c?8[[=Plot L0(u,v), H0(u,v) and the sum of their squared magnitudes(=B-B)B0,0,128B-B)B^0,0,128BB-B)B0,0,128BB-B)B^0,0,128BB--B)B0,0,128BBB*=B-=B+"B- =B-=B!@NormalArial B3@DOPB1 pB19BB1dBL0A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEBthreeDgraphDataB gridderData?@B xyzTraceDataEBbarData!?B3@DOe[PB1 pB19BB1dBH0A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEBB?@BEB!?B3@DhO PB1 pB19BB1dBM2A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEBB?@BEB!?B@D#30@NPlot the three steerable bandpass filters and their sum of squared magnitudes.(NB-NB)B0,0,128*NB-NB+"B- NB-NB!@NormalArial B3@DGHB1 pB19BB1dBB1@_@^1 4 3 215 45 1 21 20 0 1 1 1 4 -1 1 0 1 1 1 4 -1 1 0 0 1 1 4 -1 1 6 0 16777215 0 90 2 NO-TITLEBB?@BEB!?B3@DGe[HB1 pB19BB1dBB2A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEBB?@BEB!?B3@DhG HB1 pB19BC1dBB3A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLECC?@CEC!?C3@DGHC1 pC19CC1dCB4A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEC C ?@C EC !?C 3@DGukHC1 pC19CC1dCM1A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLECC?@CEC!?C3@DG=3HC1 pC19CC1dCBPA@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLECC?@CEC!?C@D+?8@ZPlot L1(u,v) and the sum of its squared magnitude plus that of the three bandpass filters.(ZC-C)C0,0,128C -C!)C^0,0,128CC"-SC#)C0,0,128C C"C*ZC$-ZC%+"C&- ZC'-ZC(!@NormalArial C)3@D8GHC*1 pC+19C*C,1dC+L1A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEC-C.?@C/EC0!?C13@DGHC21 pC319C2C41dC3M1A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEC5C6?@C7EC8!?C93@DGE;HC:1 pC;19C:C<1dC;M3A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEC=C>?@C?EC@!?CA3@D)> CB1 pCC1 CBCD1@CCCE1dCDM4CF1 CDCG1dCFiCH1CFkCI1CCCJ1@CICK1p@CJCL1CKCM1dCLH0CN1 CLCO1dCNiCP1CNkCQ1CJ2CR1CICS1@CRCT1p@CSCU1CTCV1dCUL0CW1 CUCX1dCWiCY1CWkCZ1CS2C[1pCRC\1C[C]1@C\C^1@C]C_1@C^C`1@C_Ca1p@C`Cb1CaCc1dCbL1Cd1 CbCe1dCdiCf1CdkCg1C`2Ch1C_Ci1p@ChCj1CiCk1dCjB1Cl1 CjCm1dCliCn1ClkCo1Ch2Cp1C^Cq1p@CpCr1CqCs1dCrB2Ct1 CrCu1dCtiCv1CtkCw1Cp2Cx1C]Cy1p@CxCz1CyC{1dCzB3C|1 CzC}1dC|iC~1C|kC1Cx2C1C\C1p@CC1CC1dCB4C1 CC1dCiC1CkC1C2C3@D;UQDHC1 pC1 CC1@CC1eCAM4C1 CC1dCNC1CNC1C0C3@Dh;QHC1 pC1 CC1@CC1dCM5C1 CC1dCNC1CNC1C0C@D;KH"M4 = 1 is Simoncelli's constraint.("C-"C)C0,0,128*"C-"C+"C- "C-"C!@NormalArial C3@D_`C1 pC19CC1dCM4A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLECC?@CEC!?C3@D_}s`C1 pC19CC1dCM5A@^1 4 3 215 45 1 21 20 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLECC?@CEC!?C3@Dp~C1 pC1 CC1@CC1eCCM5C1 CC1dCiC1CkC1pCC1CC1@CC1@CC1@CC1@CC1p@CC1CC1dCL1C1 CC1dCiC1CkC1C2C1CC1p@CC1CC1dCB1C1 CC1dCiC1CkC1C2C1CC1p@CC1CC1dCB2C1 CC1dCiC1CkC1C2C1CC1p@CC1CC1dCB3C1 CC1dCiC1CkC1C2C1CC1p@CC1CC1dCB4C1 CC1dCiC1CkC1C2C@D#[30KK7Compute the convolution kernels using the centered DFT.(7C-7C)C0,0,128*7C-7C+"C- 7C-7C!@NormalArial C3@DChX]C1 pC1 CC1@CC1dCWC1 CC1dCiC1CkC1CC1@CC1tC1C1CC1dCNC1C1C1CC1dCexpC1pCD1CD1@DD1@DD1@DD1K@DD1DjD1D2D1D\pD1pDD 1DD 1dD iD 1D aD 1DD 1@D D1dD kD1D aD1D D1dDND1D1D3@D{jD1 pD1 DD1dDb1D1DD1@DD1dDWD1pDD1DD1dDjD1DB1D1DWD3@D{D 1 pD!1 D D"1dD!b2D#1D!D$1@D#D%1dD$WD&1pD$D'1D&D(1dD'jD)1D'B2D*1D#WD+3@D{r$D,1 pD-1 D,D.1dD-b3D/1D-D01@D/D11dD0WD21pD0D31D2D41dD3jD51D3B3D61D/WD73@D{D81 pD91 D8D:1dD9h0D;1D9D<1@D;D=1dD<WD>1D<H0D?1D;WD@3@D{JDA1 pDB1 DADC1dDBl0DD1DBDE1@DDDF1dDEWDG1DEL0DH1DDWDI3@Dh{xDJ1 pDK1 DJDL1dDKl1DM1DKDN1@DMDO1dDNWDP1DNL1DQ1DMWDR3@D-DS1 pDT1 DSDU1dDTbpDV1DTDW1@DVDX1dDWWDY1pDWDZ1DYBPD[1DVWD\@D#1Plot the three bandpass filter impulse responses.(1D]-1D^)D\0,0,128*1D_-1D`+"Da- 1Db-1Dc!@NormalArial Dd3@Dh|De1 pDf1 DeDg1dDfb4Dh1DfDi1@DhDj1dDiWDk1pDiDl1DkDm1dDljDn1DlB4Do1DhWDp3@D@XDq1 pDr19DqDs1dDrb4@_@^1 4 3 215 45 1 20 18 0 1 1 1 4 -1 1 0 1 1 1 4 -1 1 0 0 1 1 4 -1 1 6 0 16777215 0 90 2 NO-TITLEDtDu?@DvEDw!?Dx3@D`Dy1 pDz19DyD{1dDzbp@`@_1 3 3 215 45 1 25 19 0 1 1 1 4 -1 1 0 1 1 1 4 -1 1 0 0 1 1 14 -1 1 6 0 16777215 1 90 2 NO-TITLED|D}?@D~ED!?D3@D H D1 pD19DD1dDb1@`@_1 4 3 215 25 1 18 15 0 0 0 1 4 -1 1 0 0 0 1 4 -1 1 0 0 0 1 14 -1 1 4 0 16777215 3 90 2 NO-TITLEDD?@DED!?D3@D`D1 pD19DD1dDb2@_@^1 4 3 215 45 1 20 18 0 1 1 1 4 -1 1 0 1 1 1 4 -1 1 0 1 1 1 4 -1 1 6 0 16777215 0 90 2 NO-TITLEDD?@DED!?D3@D5`+D1 pD19DD1dDb3@_@^1 4 3 215 45 1 20 18 0 1 1 1 4 -1 1 0 1 1 1 4 -1 1 0 0 1 1 4 -1 1 6 0 16777215 0 90 2 NO-TITLEDD?@DED!?D@Dk{xpp?Plot the highpass and the two lowpass filter impulse responses.(?D-?D)D0,0,128*?D-?D+"D- ?D-?D!@NormalArial D3@D@0D1 pD19DD1dDh0A@^1 4 0 215 45 1 20 18 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEDD?@DED!?D3@D0D1 pD19DD1dDl0A@^1 4 0 215 45 1 20 18 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEDD?@DED!?D3@D50+D1 pD19DD1dDl1A@^1 4 0 215 45 1 20 18 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 0 1 1 1 0 -1 1 6 0 16777215 0 90 3 NO-TITLEDD?@DED!?D3@D`D1 pD19DD1dDb1@`@_1 3 3 215 45 1 20 18 0 1 1 1 4 -1 1 0 1 1 1 4 -1 1 0 0 1 1 14 -1 1 6 0 16777215 3 90 2 NO-TITLEDD?@DED!?D@DSc`||@GRound off to four digits and scale the values for writing kernel files.(G*GD-GD+"D- GD-GD!@NormalArial D3@DS7d&`D1 pD1 DD1dDbD1D1D3@D~?D1 pD1 DD1@DD1dDK3_L0D1 DD1dDiD1DkD1DD1p@DD1DD1dDReD1pDD1DD1dDl0D1 DD1dDiD1DkD1DbD3@D~p'D1 pD1 DD1@DD1dDK3_L1D1 DD1dDiD1DkD1DD1p@DD1DD1dDReD1pDD1DD1dDl1D1 DD1dDiD1DkD1DbD3@D~^D1 pD1 DD1@DD1dDK3_H0D1 DD1dDiD1DkD1DD1p@DD1DD1dDReD1pDD1DD1dDh0E1 DE1dEiE1EkE1DbE3@D~GE1 pE1 EE1@EE1dEK3_BPE 1 EE 1dE iE 1E kE 1EE 1p@E E1E E1dEReE1pEE1EE1dEbpE1 EE1dEiE1EkE1E bE3@D@E1 pE1 EE1@EE1dEK3_B1E1 EE1dEiE1EkE1EE 1p@EE!1E E"1dE!ReE#1pE!E$1E#E%1dE$b1E&1 E$E'1dE&iE(1E&kE)1EbE*3@Du(E+1 pE,1 E+E-1@E,E.1dE-K3_B2E/1 E-E01dE/iE11E/kE21E,E31p@E2E41E3E51dE4ReE61pE4E71E6E81dE7b2E91 E7E:1dE9iE;1E9kE<1E2bE=3@D]E>1 pE?1 E>E@1@E?EA1dE@K3_B3EB1 E@EC1dEBiED1EBkEE1E?EF1p@EEEG1EFEH1dEGReEI1pEGEJ1EIEK1dEJb3EL1 EJEM1dELiEN1ELkEO1EEbEP3@DEEQ1 pER1 EQES1@ERET1dESK3_B4EU1 ESEV1dEUiEW1EUkEX1EREY1p@EXEZ1EYE[1dEZReE\1pEZE]1E\E^1dE]b4E_1 E]E`1dE_iEa1E_kEb1EXbEc3@D fEd1 pEe1EdEf1@EeEg1dEfiEh1EfEi1dEhkEj1EhEk1dEjK3_L0El1 EjEm1dEliEn1ElkEo1EeEp1+@EoSerial_DisplayNodeFEq1Eo _n_u_l_l_Er3@D Es1 pEt1EsEu1@EtEv1dEuiEw1EuEx1dEwkEy1EwEz1dEyK3_L1E{1 EyE|1dE{iE}1E{kE~1EtE1+@E~@FE1E~ _n_u_l_l_E3@DH E1 pE1EE1@EE1dEiE1EE1dEkE1EE1dEK3_H0E1 EE1dEiE1EkE1EE1+@E@FE1E _n_u_l_l_E3@Dr  E1 pE1 EE1dEdE1pEE10EE10AEE10AEE10AEE1@EE1EaE1EE1dENE1E1E1EaE1EE1dENE1E1E3@D K g0 E1 pE1EE1@EE1dEiE1EE1dEkE1EE1dEK3_B1E1 EE1dEiE1EkE1EE1+@E@FE1E _n_u_l_l_E3@D K 0 E1 pE1EE1@EE1dEiE1EE1dEkE1EE1dEK3_B2E1 EE1dEiE1EkE1EE1+@E@FE1E _n_u_l_l_E3@DH K 0 E1 pE1EE1@EE1dEiE1EE1dEkE1EE1dEK3_B3E1 EE1dEiE1EkE1EE1+@E@FE1E _n_u_l_l_E3@D `A 0 E1 pE1EE1dEdE1EE1+@E@FE1E _n_u_l_l_E3@Dh K 0 E1 pE1EE1@EE1dEiE1EE1dEkE1EE1dEK3_BPE1 EE1dEiE1EkE1EE1+@E@FE1E _n_u_l_l_E@D[ Kk h CC@gWrite kernel files for input to the WiT 2-D convolution operator (Use b = 10,000 for unscaled kernels).(g*gE-gE+"E- gE-gE!@NormalArial E3@D E1 pE1 EE1@EE1dE WRITEPRNE1pEE1ZE K3_L0.arrE1EK3_L0E3@D   E1 pE1 EE1@EE1dE APPENDPRNE1pEE1ZE K3_L0.arrE1EK3_L0E3@D E1 pE1 EE1@EE1dE WRITEPRNF1pEF1ZF K3_L1.arrF1EK3_L1F3@D   F1 pF1 FF1@FF1dF APPENDPRNF1pFF 1ZF K3_L1.arrF 1FK3_L1F 3@D F 1 pF 1 F F1@F F1dF WRITEPRNF1pFF1ZF K3_H0.arrF1F K3_H0F3@D   F1 pF1 FF1@FF1dF APPENDPRNF1pFF1ZF K3_H0.arrF1FK3_H0F3@D F1 pF1 FF1@FF1dF WRITEPRNF 1pFF!1ZF K3_B1.arrF"1FK3_B1F#3@D   F$1 pF%1 F$F&1@F%F'1dF& APPENDPRNF(1pF&F)1ZF( K3_B1.arrF*1F%K3_B1F+3@D F,1 pF-1 F,F.1@F-F/1dF. WRITEPRNF01pF.F11ZF0 K3_B2.arrF21F-K3_B2F33@D   F41 pF51 F4F61@F5F71dF6 APPENDPRNF81pF6F91ZF8 K3_B2.arrF:1F5K3_B2F;3@D  F<1 pF=1 F1@F=F?1dF> WRITEPRNF@1pF>FA1ZF@ K3_B3.arrFB1F=K3_B3FC3@D   FD1 pFE1 FDFF1@FEFG1dFF APPENDPRNFH1pFFFI1ZFH K3_B3.arrFJ1FEK3_B3FK3@D  $ FL1 pFM1 FLFN1@FMFO1dFN WRITEPRNFP1pFNFQ1ZFP K3_B4.arrFR1FMK3_B4FS3@D $  FT1 pFU1 FTFV1@FUFW1dFV APPENDPRNFX1pFVFY1ZFX K3_B4.arrFZ1FUK3_B4F[3@D 3 D @ F\1 pF]1 F\F^1@F]F_1dF^ WRITEPRNF`1pF^Fa1ZF` K3_BP.arrFb1F]K3_BPFc3@D3 D @ Fd1 pFe1 FdFf1@FeFg1dFf APPENDPRNFh1pFfFi1ZFh K3_BP.arrFj1FeK3_BPFk@Dc  p ppA1. E. P. Simoncelli, and W. T. Freeman, "The Steerable Pyramid: A Flexible Architecture for Multi-Scale Derivative Computation," Proc. ICIP-95: 444-447, 1995. 2. P. J. Burt, and E. H. Adelson, "The Laplacian Pyramid as a Compact Image Code," IEEE Trans. C-31:532-540, 1983. 3. E. P. Simoncelli, W. T. Freeman, E. H. Adelson, and D. J. Heeger, "Shiftable Multiscale Transforms," IEEE Trans. IT-38(2):587-607, 1992. ( Fl-Fm)Fk0,0,128Fn- Fo)Fk{0,0,128FlFp-eFq)Fk0,0,128FnFr- Fs)Fk{0,0,128FpFt-Fu)Fk0,0,128FrFv-Fw)Fk}0,0,128FtFx-yFy)Fk0,0,128FvFz-F{)Fk{0,0,128FxF|- F})Fk{0,0,128FzF~-F)Fk0,0,128F|F-F)Fk}0,0,128F~F-F)Fk0,0,128FFFn*F-F+"F- F-F!@NormalArial F@D  c  CC == END ==( * F- F+"F-  F- F!@NormalArial