#
# hilbert-pairs.txt, 27 May 11
#

# The design of approximate Hilbert transform pairs of wavelet bases, Selesnick, I.W.
# IEEE Transactions on Signal Processing vol 50, no 5, 1144--1152, 2002.

!msgpostfix Hilbert transform pairs of wavelet bases, K=3, L=3\n
!need all
 1.1594353e-04
-2.2229002e-03
-2.2046914e-03
 4.3427642e-02
-3.3189896e-02
-1.5642755e-01
 2.8678636e-01
 7.9972652e-01
 4.9827824e-01
 2.4829160e-02
-4.2679177e-02
-2.2260892e-03

 1.6563361e-05
-5.2543406e-05
-6.1909121e-03
 1.9701141e-02
 3.2369691e-02
-1.2705043e-01
-1.5506397e-02
 6.1333712e-01
 7.4585008e-01
 2.1675412e-01
-4.9432248e-02
-1.5582624e-02


!msgpostfix Hilbert transform pairs of wavelet bases, K=3, L=5\n
!need all
 5.4258791e-06
-2.1310518e-04
-2.6140914e-03
 1.0212881e-02
 3.5747880e-02
-4.5576766e-02
 3.9810341e-03
 5.3402475e-01
 7.8757164e-01
 2.6537457e-01
-1.3008915e-01
-5.9573795e-02
 1.2733976e-02
 2.8641011e-03
-2.2992683e-04
-5.8541759e-06

 4.9326174e-07
 3.5727140e-07
-1.1664703e-03
-8.4003116e-04
 2.8601474e-02
 9.2509748e-03
-7.4562251e-02
 2.2929480e-01
 7.6509138e-01
 5.8328559e-01
-4.6218010e-03
-1.2336841e-01
-6.2826896e-03
 9.5478911e-03
 4.6642226e-05
-6.4395935e-05


!msgpostfix Hilbert transform pairs of wavelet bases, K=4, L=2\n
!need all
-1.7853301e-03
 1.3358873e-02
 3.6090743e-02
-3.4722190e-02
 4.1525062e-02
 5.6035837e-01
 7.7458617e-01
 2.2752075e-01
-1.6040927e-01
-6.1694251e-02
 1.7099408e-02
 2.2852293e-03

-3.5706603e-04
-1.8475351e-04
 3.2591486e-02
 1.3449902e-02
-5.8466725e-02
 2.7464308e-01
 7.7956622e-01
 5.4097379e-01
-4.0315008e-02
-1.3320138e-01
-5.9121296e-03
 1.1426146e-02


!msgpostfix Hilbert transform pairs of wavelet bases, K=4, L=4\n
!need all
 2.5734665593981519e-05
-6.6909066441298817e-04
-5.5482443985275260e-03
 1.3203474646343588e-02
 3.8605327384848696e-02
-5.0687259299773510e-02
 8.1364447220208733e-03
 5.3021727476690994e-01
 7.8330912249663232e-01
 2.7909546754271131e-01
-1.3372674246928601e-01
-6.9759509629953295e-02
 1.6979390952358446e-02
 5.7323570134311854e-03
-6.7425216644469892e-04
-2.5933188060087743e-05

 2.8594072882201687e-06
 1.9074538622058143e-06
-2.9903835439216066e-03
-1.9808995184875909e-03
 3.3554663884350758e-02
 7.7023844121478988e-03
-7.7084571412435535e-02
 2.3298110528093252e-01
 7.5749376288995063e-01
 5.8834703992067783e-01
 5.1708789323078770e-03
-1.3520099946241465e-01
-9.1961246067629732e-03
 1.5489641793018745e-02
 1.5569563641876791e-04
-2.3339869254078969e-04


!msgpostfix Hilbert transform pairs of wavelet bases, K=5, L=7\n
!need all
-2.5841959496364648e-10
 6.0231243121018760e-10
 2.1451486802217960e-06
-4.9989222844980982e-06
-2.2613489535132104e-04
 5.1967501391358343e-04
 3.4011963595840899e-03
-7.1996997688061597e-03
-1.7721433874932836e-02
 3.5491112173858148e-02
 3.0580617312936355e-02
-1.3452365188777773e-01
 2.1741748603083836e-03
 5.8046856094922639e-01
 7.4964083145768690e-01
 2.6775497264154541e-01
-7.9593287728224230e-02
-4.3942149960221458e-02
 1.9574969406037097e-02
 8.8554643330725387e-03
-7.2770446614145033e-04
-3.1310992841759443e-04
 1.4045333283124608e-06
 6.0260907100656169e-07

-3.8762939244546978e-09
 2.9846463282743695e-07
 5.6276030758515370e-06
-7.7697066311187957e-05
-2.1442686434841905e-04
 2.1948612668324223e-03
 9.5408758453423542e-04
-1.7149735951945008e-02
 1.5212479104581677e-03
 5.6600564413983846e-02
-4.8900162376504831e-02
-1.3993440493611778e-01
 2.7793346796113222e-01
 7.6735603850281364e-01
 5.4681951651005178e-01
 3.6275855872448776e-02
-8.8224410289407154e-02
 3.2821708368951431e-05
 1.7994969189524142e-02
 1.8662128501760204e-03
-7.8622878632753014e-04
-5.8077443328549205e-05
 3.0932895975646042e-06
 4.0173938067104100e-08


!msgpostfix Hilbert transform pairs of wavelet bases, K=6, L=6\n
!need all
 1.4491207137947255e-09
-3.4673992369566253e-09
-6.7544152844875963e-06
 1.6157040144070828e-05
 4.0416340595645441e-04
-9.4536696039781878e-04
-4.2924086033924620e-03
 9.0688042722858742e-03
 1.8690864167884680e-02
-3.7883945370993717e-02
-2.7337592282061701e-02
 1.3185812419468312e-01
-2.1034481553730465e-02
-5.9035515013747486e-01
-7.4361804647499452e-01
-2.5752016951708306e-01
 9.2725410672739983e-02
 4.9100676534870831e-02
-2.4411085480175867e-02
-1.1190458223944993e-02
 1.7793885751382626e-03
 7.4715940333597059e-04
-6.2392430013359510e-06
-2.6075498267775052e-06

 1.8838569279331431e-08
-1.1000360697229965e-06
-1.4600820117782769e-05
 1.6936567299204319e-04
 2.6967189953984829e-04
-3.1633669438102655e-03
-7.2081460313487946e-04
 1.9638595542490079e-02
-3.0968325940269846e-03
-5.6722348677476261e-02
 5.2260784738219289e-02
 1.2763836788794369e-01
-2.9566169882112192e-01
-7.6771793937333599e-01
-5.3818432160802543e-01
-2.4023872575927138e-02
 9.9019132161496132e-02
-1.2059411664071501e-03
-2.2693488886969308e-02
-1.8724943382560243e-03
 1.7270823778712107e-03
 1.5415480681200776e-04
-1.1712464100067407e-05
-2.0058075590596196e-07

