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author | Peter Meerwald-Stadler <pmeerw@pmeerw.net> |
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date | Fri, 20 Dec 2024 13:08:59 +0100 |
parents | Meerwald/filter.dat@be303a3f5ea8 |
children |
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{ Name biortho nr. 1 Type biorthogonal { Type symm Length 3 Start 0 End 2 0.353553 -0.707107 0.353553 } { Type symm Length 5 Start -2 End 2 -0.176777 0.353553 1.060660 0.353553 -0.176777 } { Type symm Length 5 Start -1 End 3 0.176777 0.353553 -1.060660 0.353553 0.176777 } { Type symm Length 3 Start -1 End 1 0.353553 0.707107 0.353553 } } { Name biortho nr. 2 Type biorthogonal { Type symm Length 7 Start -4 End 2 -0.064539 0.040689 0.418092 -0.788486 0.418092 0.040689 -0.064539 } { Type symm Length 9 Start -4 End 4 0.037828 -0.023849 -0.110624 0.377402 0.852699 0.377402 -0.110624 -0.023849 0.037828 } { Type symm Length 9 Start -5 End 3 -0.037828 -0.023849 0.110624 0.377402 -0.852699 0.377402 0.110624 -0.023849 -0.037828 } { Type symm Length 7 Start -3 End 3 -0.064539 -0.040689 0.418092 0.788486 0.418092 -0.040689 -0.064539 } } { Name Daubechies 4 Type orthogonal { Type symm Length 4 Start -1 End 2 -0.129409522551 -0.224143868042 0.836516303737 -0.482962913144 } { Type symm Length 4 Start -1 End 2 0.482962913144 0.836516303737 0.224143868042 -0.129409522551 } } { Name Daubechies 6 Type orthogonal { Type symm Length 6 Start -3 End 2 0.035226291882 0.085441273882 -0.135011020010 -0.459877502118 0.806891509311 -0.332670552950 } { Type symm Length 6 Start -1 End 4 0.332670552950 0.806891509311 0.459877502118 -0.135011020010 -0.085441273882 0.035226291882 } } { Name Daubechies 8 Type orthogonal { Type symm Length 8 Start -1 End 6 -0.010597401785 -0.032883011667 0.030841381836 0.187034811719 -0.027983769417 -0.630880766793 0.714846570553 -0.230377813309 } { Type symm Length 8 Start -1 End 6 0.230377813309 0.714846570553 0.630880766793 -0.027983769417 -0.187034811719 0.030841381836 0.032883011667 -0.010597401785 } } { Name Daubechies 10 Type orthogonal { Type symm Length 10 Start -2 End 7 0.0033357252854738 0.0125807519990820 -0.0062414902127983 -0.0775714938400459 -0.0322448695846381 0.2422948870663823 0.1384281459013203 -0.7243085284377726 0.6038292697971895 -0.1601023979741929 } { Type symm Length 10 Start -2 End 7 0.1601023979741929 0.6038292697971895 0.7243085284377726 0.1384281459013203 -0.2422948870663823 -0.0322448695846381 0.0775714938400459 -0.0062414902127983 -0.0125807519990820 0.0033357252854738 } } { Name Daubechies 12 Type orthogonal { Type symm Length 12 Start -1 End 10 -0.0010773010853085 -0.0047772575119455 0.0005538422011614 0.0315820393184862 0.0275228655303053 -0.0975016055873225 -0.1297668675672625 0.2262646939654400 0.3152503517091982 -0.7511339080210959 0.4946238903984533 -0.1115407433501095 } { Type symm Length 12 Start -1 End 10 0.1115407433501095 0.4946238903984533 0.7511339080210959 0.3152503517091982 -0.2262646939654400 -0.1297668675672625 0.0975016055873225 0.0275228655303053 -0.0315820393184862 0.0005538422011614 0.0047772575119455 -0.0010773010853085 } } { Name Daubechies 14 Type orthogonal { Type symm Length 14 Start -1 End 12 0.0003537138 0.001801640704 0.000429577973 -0.012550998556 -0.016574541631 0.038029936935 0.0806112609151 -0.071309219267 -0.224036184994 0.143906003929 0.469782287405 -0.729132090846 0.396539319482 -0.077852054085 } { Type symm Length 14 Start -1 End 12 0.077852054085 0.396539319482 0.729132090846 0.469782287405 -0.143906003929 -0.224036184994 0.071309219267 0.0806112609151 -0.038029936935 -0.016574541631 0.012550998556 0.000429577973 -0.001801640704 0.0003537138 } } { Name Daubechies 20 Type orthogonal { Type symm Length 20 Start -1 End 18 -0.000013264203 -0.000093588670 -0.000116466855 0.000685856695 0.001992405295 0.001395351747 -0.010733175483 -0.003606553567 0.033212674059 0.029457536822 -0.071394147166 -0.093057364604 0.127369340336 0.195946274377 -0.249846424327 -0.281172343661 0.688459039454 -0.527201188932 0.188176800078 -0.026670057901 } { Type symm Length 20 Start -1 End 18 0.026670057901 0.188176800078 0.527201188932 0.688459039454 0.281172343661 -0.249846424327 -0.195946274377 0.127369340336 0.093057364604 -0.071394147166 -0.029457536822 0.033212674059 0.003606553567 -0.010733175483 0.001395351747 0.001992405295 -0.000685856695 -0.000116466855 0.000093588670 -0.000013264203 } } { Name Beylkin 18 Type orthogonal { Type symm Length 18 Start -1 End 16 0.00064048532852124535 0.0027360316262586061 0.0014842347824723461 -0.01004041184463199 -0.014365807968852611 0.017460408696028829 0.042916387274192273 -0.01967986604432212 -0.088543630622924835 0.017520746266529649 0.1555387318770938 -0.02690030880369032 -0.26449723144638482 0.1109275983482343 0.44971825114946867 -0.69982521405660059 0.42421536081296141 -0.099305765374353927 } { Type symm Length 18 Start -1 End 16 0.099305765374353927 0.42421536081296141 0.69982521405660059 0.44971825114946867 -0.1109275983482343 -0.26449723144638482 0.02690030880369032 0.1555387318770938 -0.017520746266529649 -0.088543630622924835 0.01967986604432212 0.042916387274192273 -0.017460408696028829 -0.014365807968852611 0.01004041184463199 0.0014842347824723461 -0.0027360316262586061 0.00064048532852124535 } } { Name Vaidyanathan 24 Type orthogonal { Type symm Length 24 Start -1 End 22 0.045799334110976718 -0.25018412950466218 0.57279779321073432 -0.63560105987221494 0.20161216177530866 0.26349480248845991 -0.19445047176647817 -0.13508422712948126 0.13197166141697772 0.08392888436611283 -0.07770975090196941 -0.055892523691373548 0.03874261929341144 0.035470398607283453 -0.014853448005230099 -0.019687215010072714 0.003153847055897004 0.008839103408613878 0.00070813750405244471 -0.0028438345468355646 -0.00094489713632194927 0.00045395661963721929 0.00034363190482102919 0.000062906118190737523 } { Type symm Length 24 Start -1 End 22 -0.000062906118190737523 0.00034363190482102919 -0.00045395661963721929 -0.00094489713632194927 0.0028438345468355646 0.00070813750405244471 -0.008839103408613878 0.003153847055897004 0.019687215010072714 -0.014853448005230099 -0.035470398607283453 0.03874261929341144 0.055892523691373548 -0.07770975090196941 -0.08392888436611283 0.13197166141697772 0.13508422712948126 -0.19445047176647817 -0.26349480248845991 0.20161216177530866 0.63560105987221494 0.57279779321073432 0.25018412950466218 0.045799334110976718 } } { Name Coifman 6 Type orthogonal { Type symm Length 6 Start -1 End 4 0.226584276197068560 -0.745687558934434280 0.607391641385684120 0.077161555495773498 -0.12696912539620520 0.038580777747886749 } { Type symm Length 6 Start -1 End 4 0.038580777747886749 -0.12696912539620520 -0.077161555495773498 0.607391641385684120 0.745687558934434280 0.226584276197068560 } } { Name Coifman 12 Type orthogonal { Type symm Length 12 Start -1 End 10 -0.000720549445369115120 0.00182320887091009920 0.00561143481936598850 -0.0236801719468767500 -0.0594344186464712400 0.0764885990782645940 0.417005184423777600 -0.812723635449606130 0.386110066823092900 0.0673725547222998740 -0.0414649367819664850 -0.0163873364631797850 } { Type symm Length 12 Start -1 End 10 0.0163873364631797850 -0.0414649367819664850 -0.0673725547222998740 0.386110066823092900 0.812723635449606130 0.417005184423777600 -0.0764885990782645940 -0.0594344186464712400 0.0236801719468767500 0.00561143481936598850 -0.00182320887091009920 -0.000720549445369115120 } } { Name Coifman 18 Type orthogonal { Type symm Length 18 Start -1 End 16 -0.000034599773197402695 0.000070983302505704928 0.00046621695982014403 -0.00111751877082696180 -0.0025745176881279692 0.0090079761367322896 0.0158805448636159010 -0.0345550275733444640 -0.082301927106320283 0.071799821619170590 0.428483476377618690 -0.793777222625620340 0.405176902409616790 0.0611233900029556980 -0.0657719112814312280 -0.0234526961421191030 0.00778259642567178690 0.00379351286437787590 } { Type symm Length 18 Start -1 End 16 -0.00379351286437787590 0.00778259642567178690 0.0234526961421191030 -0.0657719112814312280 -0.0611233900029556980 0.405176902409616790 0.793777222625620340 0.428483476377618690 -0.071799821619170590 -0.082301927106320283 0.0345550275733444640 0.0158805448636159010 -0.0090079761367322896 -0.0025745176881279692 0.00111751877082696180 0.00046621695982014403 -0.000070983302505704928 -0.000034599773197402695 } } { Name Biorthogonal 1,3 Type biorthogonal { Type symm Length 6 Start -1 End 4 -0.08838834764832 -0.08838834764832 0.707106781 -0.707106781 0.08838834764832 0.08838834764832 } { Type symm Length 2 Start 1 End 2 0.707106781 0.707106781 } { Type symm Length 2 Start 1 End 2 0.707106781 -0.707106781 } { Type symm Length 6 Start -1 End 4 -0.08838834764832 0.08838834764832 0.707106781 0.707106781 0.08838834764832 -0.08838834764832 } } { Name Biorthogonal 1,5 Type biorthogonal { Type symm Length 10 Start -1 End 8 0.01657281518406 0.01657281518406 -0.1215339780164 -0.1215339780164 0.707106781 -0.707106781 0.1215339780164 0.1215339780164 -0.01657281518406 -0.01657281518406 } { Type symm Length 2 Start 3 End 4 0.707106781 0.707106781 } { Type symm Length 2 Start 3 End 4 0.707106781 -0.707106781 } { Type symm Length 10 Start -1 End 8 0.01657281518406 -0.01657281518406 -0.1215339780164 0.1215339780164 0.707106781 0.707106781 0.1215339780164 -0.1215339780164 -0.01657281518406 0.01657281518406 } }