remez_pf_1.dat

acoeff_pf(0)=1.2554836875790309d0
acoeff_pf(1)=-7.8128658083565766d-17
acoeff_pf(2)=-1.0497979460686618d-15
acoeff_pf(3)=-1.3316483913742877d-14
acoeff_pf(4)=-1.6833128170609618d-13
acoeff_pf(5)=-2.1271296644548538d-12
acoeff_pf(6)=-2.6878677891115228d-11
acoeff_pf(7)=-3.3964111125975250d-10
acoeff_pf(8)=-4.2917308491166975d-09
acoeff_pf(9)=-5.4230683730199025d-08
acoeff_pf(10)=-6.8526956636776387d-07
acoeff_pf(11)=-8.6599163047192239d-06
acoeff_pf(12)=-1.0952368381019715d-04
acoeff_pf(13)=-1.3956129829123815d-03
acoeff_pf(14)=-1.9110241954162204d-02
acoeff_pf(15)=-5.3985926912539484d-01
bcoeff_pf(1)=1.1631099630541095d-14
bcoeff_pf(2)=1.4861498507042878d-13
bcoeff_pf(3)=1.4578090766973866d-12
bcoeff_pf(4)=1.3938173215882323d-11
bcoeff_pf(5)=1.3290837590187519d-10
bcoeff_pf(6)=1.2670022670997803d-09
bcoeff_pf(7)=1.2077851768080415d-08
bcoeff_pf(8)=1.1513322807536654d-07
bcoeff_pf(9)=1.0975181559366772d-06
bcoeff_pf(10)=1.0462235754261286d-05
bcoeff_pf(11)=9.9736512178956428d-05
bcoeff_pf(12)=9.5114088475318733d-04
bcoeff_pf(13)=9.1027357364440609d-03
bcoeff_pf(14)=9.0136127573996513d-02
bcoeff_pf(15)=1.2808403737231060d0



! approximate from 1.0d-14 to 1.0
! Q=15
!Approximation to f(x) = x^(+1/8)