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authorErik Schnetter <schnetter@gmail.com>2013-11-28 09:39:39 -0500
committerErik Schnetter <schnetter@gmail.com>2013-11-28 09:39:39 -0500
commitc5a019d1cd72089619431de2c56aace44c96e245 (patch)
tree0dd05e53b0cfcb12ef9c1edc484ef0e71607bcc2
parent0c6c0a0397fa4ee6d5e22bf11bde679490a706bb (diff)
downloadvecmathlib-c5a019d1cd72089619431de2c56aace44c96e245.zip
vecmathlib-c5a019d1cd72089619431de2c56aace44c96e245.tar.gz
Update log coefficients
-rw-r--r--coeffs.out494
-rw-r--r--find-coeffs.m8
2 files changed, 115 insertions, 387 deletions
diff --git a/coeffs.out b/coeffs.out
index 5959c25..e1566fb 100644
--- a/coeffs.out
+++ b/coeffs.out
@@ -164,392 +164,116 @@
(-0.0363674175789343233130225120336 +
0.00367285150419855985096030559397*Power(x,2))))))\
))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 1, 0, 0.000353225516814953395614335634743,
- x*(2.88350517235737277289752104606 +
- 1.03891635982964130224072352333*Power(x,2))}
-{Log[2, (1 + #1)/(1 - #1)] & , 1, 1, 0.000353225516814953395614335634743,
- x*(2.88350517235737277289752104606 +
- 1.03891635982964130224072352333*Power(x,2))}
-{Log[2, (1 + #1)/(1 - #1)] & , 2, 0, 3.55365070004223048347195133731e-6,
- x*(2.88544435063947749212359038276 +
- Power(x,2)*(0.95747901503686061408499610719 +
- 0.65957653846687896246124609448*Power(x,2)))}
-{Log[2, (1 + #1)/(1 - #1)] & , 2, 1, 3.55365070004223048347195133731e-6,
- x*(2.88544435063947749212359038276 +
- Power(x,2)*(0.95747901503686061408499610719 +
- 0.65957653846687896246124609448*Power(x,2)))}
-{Log[2, (1 + #1)/(1 - #1)] & , 3, 0, 2.25468184051947656525068987795e-7,
- x*(2.88538850388042106595516956395 +
- Power(x,2)*(0.96200215034262628756932169194 +
- Power(x,2)*(0.57002741193682764193895550312 +
- 0.498866687070343238590910977481*Power(x,2))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 3, 1, 2.25468184051947656525068987795e-7,
- x*(2.88538850388042106595516956395 +
- Power(x,2)*(0.96200215034262628756932169194 +
- Power(x,2)*(0.57002741193682764193895550312 +
- 0.498866687070343238590910977481*Power(x,2))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 4, 0, 5.98355642684398209498469870525e-9,
- x*(2.88539012786343587248965772685 +
- Power(x,2)*(0.96178780600659929206930296869 +
- Power(x,2)*(0.57755014627178237959721643293 +
- Power(x,2)*(0.402155483172044562892705980539 +
- 0.410981538282433293325329456838*Power(x,2)))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 4, 1, 5.98355642684398209498469870525e-9,
- x*(2.88539012786343587248965772685 +
- Power(x,2)*(0.96178780600659929206930296869 +
- Power(x,2)*(0.57755014627178237959721643293 +
- Power(x,2)*(0.402155483172044562892705980539 +
- 0.410981538282433293325329456838*Power(x,2)))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 5, 0, 1.61571712286596662252326474005e-10,
- x*(2.88539008042862520839507460335 +
- Power(x,2)*(0.96179705487065579415603084067 +
- Power(x,2)*(0.57705075750665329843626727739 +
- Power(x,2)*(0.413069604286702248074050790005 +
- Power(x,2)*(0.30730774643105569226192109127 +
- 0.356225254340649703388223950385*Power(x,2))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 5, 1, 1.61571712286596662252326474005e-10,
- x*(2.88539008042862520839507460335 +
- Power(x,2)*(0.96179705487065579415603084067 +
- Power(x,2)*(0.57705075750665329843626727739 +
- Power(x,2)*(0.413069604286702248074050790005 +
- Power(x,2)*(0.30730774643105569226192109127 +
- 0.356225254340649703388223950385*Power(x,2))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 6, 0, 4.4164873782929888467238665676e-12,
- x*(2.88539008181748997050601177965 +
- Power(x,2)*(0.96179667991461499871193835609 +
- Power(x,2)*(0.57707943877942402481302388885 +
- Power(x,2)*(0.412135507549085966662866475478 +
- Power(x,2)*(0.32201830083227393349400458432 +
- Power(x,2)*(0.245505957849293533467804561697 +
- 0.319350688761592041428959057652*Power(x,2)))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 6, 1, 4.4164873782929888467238665676e-12,
- x*(2.88539008181748997050601177965 +
- Power(x,2)*(0.96179667991461499871193835609 +
- Power(x,2)*(0.57707943877942402481302388885 +
- Power(x,2)*(0.412135507549085966662866475478 +
- Power(x,2)*(0.32201830083227393349400458432 +
- Power(x,2)*(0.245505957849293533467804561697 +
- 0.319350688761592041428959057652*Power(x,2)))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 7, 0, 1.21820548287702216975532695788e-13,
- x*(2.88539008177676567117601117274 +
- Power(x,2)*(0.96179669445173881282808321929 +
- Power(x,2)*(0.57707794741938820005328259256 +
- Power(x,2)*(0.412202612052105347480086431555 +
- Power(x,2)*(0.320475051320227723946459855458 +
- Power(x,2)*(0.264443947645547871780098560836 +
- Power(x,2)*(0.201364223624519571276587631354 +
- 0.293251364683280430617251942017*Power(x,2))))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 7, 1, 1.21820548287702216975532695788e-13,
- x*(2.88539008177676567117601117274 +
- Power(x,2)*(0.96179669445173881282808321929 +
- Power(x,2)*(0.57707794741938820005328259256 +
- Power(x,2)*(0.412202612052105347480086431555 +
- Power(x,2)*(0.320475051320227723946459855458 +
- Power(x,2)*(0.264443947645547871780098560836 +
- Power(x,2)*(0.201364223624519571276587631354 +
- 0.293251364683280430617251942017*Power(x,2))))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 8, 0, 3.38367197691196656750692375826e-15,
- x*(2.8853900817779609154673045876 +
- Power(x,2)*(0.96179669390676178378845169338 +
- Power(x,2)*(0.57707801951265676052209143045 +
- Power(x,2)*(0.412198348675571683211950320583 +
- Power(x,2)*(0.320608268545606348908453769291 +
- Power(x,2)*(0.262089870831307776895100836168 +
- Power(x,2)*(0.224993175526485341519719865207 +
- Power(x,2)*
- (0.167692891575220182736912448508 +
- 0.274170189830069394974785418554*Power(x,2)))))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 8, 1, 3.38367197691196656750692481569e-15,
- x*(2.8853900817779609154673045876 +
- Power(x,2)*(0.96179669390676178378845169338 +
- Power(x,2)*(0.57707801951265676052209143045 +
- Power(x,2)*(0.412198348675571683211950320583 +
- Power(x,2)*(0.320608268545606348908453769291 +
- Power(x,2)*(0.262089870831307776895100836167 +
- Power(x,2)*(0.224993175526485341519719865208 +
- Power(x,2)*
- (0.167692891575220182736912448504 +
- 0.274170189830069394974785418563*Power(x,2)))))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 9, 0, 9.45037202901655672811489045562e-17,
- x*(2.88539008177792581277410991327 +
- Power(x,2)*(0.96179669392666302667713134701 +
- Power(x,2)*(0.57707801621733949207376840932 +
- Power(x,2)*(0.412198595799726905825871956187 +
- Power(x,2)*(0.320598261015170101859472461613 +
- Power(x,2)*(0.262327298560598641020007602127 +
- Power(x,2)*(0.221596471338300882039273355617 +
- Power(x,2)*
- (0.196513478841924000569879320851 +
- Power(x,2)*
- (0.140676370079882918464564658472 +
- 0.259935726478127940817401224248*Power(x,2))))))))\
-))}
-{Log[2, (1 + #1)/(1 - #1)] & , 9, 1, 9.45037202901655672811489051828e-17,
- x*(2.88539008177792581277410991327 +
- Power(x,2)*(0.96179669392666302667713134701 +
- Power(x,2)*(0.57707801621733949207376840932 +
- Power(x,2)*(0.412198595799726905825871956187 +
- Power(x,2)*(0.320598261015170101859472461613 +
- Power(x,2)*(0.262327298560598641020007602127 +
- Power(x,2)*(0.221596471338300882039273355617 +
- Power(x,2)*
- (0.196513478841924000569879320851 +
- Power(x,2)*
- (0.140676370079882918464564658472 +
- 0.259935726478127940817401224248*Power(x,2))))))))\
-))}
-{Log[2, (1 + #1)/(1 - #1)] & , 10, 0, 2.65122022347683556675519422207e-18,
- x*(2.88539008177792684416909211592 +
- Power(x,2)*(0.96179669392595143503641946327 +
- Power(x,2)*(0.57707801636142244362372277801 +
- Power(x,2)*(0.412198582463091087244709660671 +
- Power(x,2)*(0.320598937782003768835598575789 +
- Power(x,2)*(0.262306702291465875807459507029 +
- Power(x,2)*(0.221988553545710330516218132954 +
- Power(x,2)*
- (0.191808961165705218265244169737 +
- Power(x,2)*
- (0.175230376297979315362084166173 +
- Power(x,2)*
- (0.118096573237086734771668965194 +
- 0.249206818630912017394716382638*Power(x,2))))))))\
-)))}
-{Log[2, (1 + #1)/(1 - #1)] & , 10, 1, 2.65122022347681655115572822382e-18,
- x*(2.88539008177792684416909211592 +
- Power(x,2)*(0.96179669392595143503641946327 +
- Power(x,2)*(0.57707801636142244362372277801 +
- Power(x,2)*(0.412198582463091087244709660671 +
- Power(x,2)*(0.320598937782003768835598575789 +
- Power(x,2)*(0.262306702291465875807459507029 +
- Power(x,2)*(0.221988553545710330516218132954 +
- Power(x,2)*
- (0.191808961165705218265244169737 +
- Power(x,2)*
- (0.175230376297979315362084166173 +
- Power(x,2)*
- (0.118096573237086734771668965194 +
- 0.249206818630912017394716382638*Power(x,2))))))))\
+{Log[2, (1 + #1)/(1 - #1)] & , 1, 0, 0.00199273617449051057051953009683,
+ 0.e-28 + 2.90259904480123160011132312515*x}
+{Log[2, (1 + #1)/(1 - #1)] & , 2, 0, 0.00199273617449051057051953009683,
+ 0.e-28 + (2.90259904480123160011132312515 +
+ 1.55126229470832790668077985236e-32*x)*x}
+{Log[2, (1 + #1)/(1 - #1)] & , 3, 0, 0.000011335281593332119373483678932,
+ 0.e-27 + x*(2.885267704511425535958063153 +
+ (0.e-28 + 0.98106275229322206658647742803*x)*x)}
+{Log[2, (1 + #1)/(1 - #1)] & , 4, 0, 0.0000113352815933321193734836787823,
+ 0.e-27 + x*(2.885267704511425535958063153 +
+ x*(0.e-28 + (0.98106275229322206658647742803 +
+ 7.8796920354818397259400089479e-30*x)*x))}
+{Log[2, (1 + #1)/(1 - #1)] & , 5, 0, 7.09807175879142775648452461821e-8,
+ 0.e-26 + x*(2.88539097665498228703236701 +
+ x*(0.e-26 + x*(0.961524413175528426101613434 +
+ (0.e-28 + 0.59723611417135718739797302426*x)*x)))}
+{Log[2, (1 + #1)/(1 - #1)] & , 6, 0, 7.09807175879142775648452365078e-8,
+ 0.e-26 + x*(2.88539097665498228703236701 +
+ x*(0.e-26 + x*(0.961524413175528426101613434 +
+ x*(0.e-28 + (0.59723611417135718739797302426 -
+ 3.36778525103849556821034194503e-29*x)*x))))}
+{Log[2, (1 + #1)/(1 - #1)] & , 7, 0, 4.65072430323747421914864870404e-10,
+ 0.e-24 + x*(2.88539007517184177178557 +
+ x*(0.e-24 + x*(0.9617999731084526109828274 +
+ x*(0.e-26 + x*(0.576646192363891075978379754 +
+ (0.e-28 + 0.432907086689857121250673191042*x)*x)))))}
+{Log[2, (1 + #1)/(1 - #1)] & , 8, 0, 4.65072430323747421914864772878e-10,
+ 0.e-24 + x*(2.88539007517184177178557 +
+ x*(0.e-24 + x*(0.9617999731084526109828274 +
+ x*(0.e-26 + x*(0.576646192363891075978379754 +
+ x*(4.e-28 + (0.432907086689857121250673191033 -
+ 7.0811327335567516646376631939e-27*x)*x))))))}
+{Log[2, (1 + #1)/(1 - #1)] & , 9, 0, 3.1285328832583727271446116233e-12,
+ 0.e-23 + x*(2.88539008182690589337815 +
+ x*(0.e-23 + x*(0.9617966579852949502838 +
+ x*(0.e-24 + x*(0.577085309382957666866513 +
+ x*(0.e-25 + x*
+ (0.411601268380154272597546428 +
+ (-7.1e-27 + 0.341712309411898946206650494255*x)*x))))\
)))}
-{Log[2, (1 + #1)/(1 - #1)] & , 11, 0, 7.46513776474485420261146753998e-20,
- x*(2.88539008177792681385404889781 +
- Power(x,2)*(0.96179669392597644245742117593 +
- Power(x,2)*(0.57707801635534624526607350412 +
- Power(x,2)*(0.412198583142689611930292042901 +
- Power(x,2)*(0.320598895651090069271731207444 +
- Power(x,2)*(0.262308294681449587353548498562 +
- Power(x,2)*(0.221949972553124328217466806088 +
- Power(x,2)*
- (0.192420684563387418096836844788 +
- Power(x,2)*
- (0.168915860609077625098790265156 +
- Power(x,2)*
- (0.158970683372765107558378144203 +
- Power(x,2)*
- (0.098571528241827292446004723769 +
- 0.241111531626056180329614914293*Power(x,2))))))))\
-))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 11, 1, 7.46513776474485917160239337197e-20,
- x*(2.88539008177792681385404889781 +
- Power(x,2)*(0.96179669392597644245742117593 +
- Power(x,2)*(0.57707801635534624526607350412 +
- Power(x,2)*(0.412198583142689611930292042901 +
- Power(x,2)*(0.320598895651090069271731207444 +
- Power(x,2)*(0.262308294681449587353548498562 +
- Power(x,2)*(0.221949972553124328217466806088 +
- Power(x,2)*
- (0.192420684563387418096836844788 +
- Power(x,2)*
- (0.168915860609077625098790265156 +
- Power(x,2)*
- (0.158970683372765107558378144203 +
- Power(x,2)*
- (0.098571528241827292446004723769 +
- 0.241111531626056180329614914293*Power(x,2))))))))\
-))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 12, 0, 8.6590839000153497806679773618e-22,
- x*(2.88539008177792681474530886864 +
- Power(x,2)*(0.96179669392597557623889652718 +
- Power(x,2)*(0.57707801635559491186758732276 +
- Power(x,2)*(0.412198583109655763987956815468 +
- Power(x,2)*(0.32059889810360929037087867957 +
- Power(x,2)*(0.262308182322656379891012953366 +
- Power(x,2)*(0.221953330018404941397609580724 +
- Power(x,2)*
- (0.192353350102051616427965626833 +
- Power(x,2)*
- (0.169829240914385686508959202192 +
- Power(x,2)*
- (0.150703010623729750322553413631 +
- Power(x,2)*
- (0.146401161292681193423265912442 +
- Power(x,2)*
- (0.081191201691462934922479960273 +
- 0.235059493865047764564785212195*Power(x,2))))))))\
-)))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 12, 1, 8.6590839000153497806679773618e-22,
- x*(2.88539008177792681474530886864 +
- Power(x,2)*(0.96179669392597557623889652718 +
- Power(x,2)*(0.57707801635559491186758732276 +
- Power(x,2)*(0.412198583109655763987956815468 +
- Power(x,2)*(0.32059889810360929037087867957 +
- Power(x,2)*(0.262308182322656379891012953366 +
- Power(x,2)*(0.221953330018404941397609580724 +
- Power(x,2)*
- (0.192353350102051616427965626833 +
- Power(x,2)*
- (0.169829240914385686508959202192 +
- Power(x,2)*
- (0.150703010623729750322553413631 +
- Power(x,2)*
- (0.146401161292681193423265912442 +
- Power(x,2)*
- (0.081191201691462934922479960273 +
- 0.235059493865047764564785212195*Power(x,2))))))))\
-)))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 13, 0, 5.9705591818195243630092781536e-23,
- x*(2.88539008177792681471910058529 +
- Power(x,2)*(0.96179669392597560587751931075 +
- Power(x,2)*(0.57707801635558498984282820375 +
- Power(x,2)*(0.412198583111199194147574891174 +
- Power(x,2)*(0.320598897968572573587362970771 +
- Power(x,2)*(0.262308189680198499281563178616 +
- Power(x,2)*(0.221953065173215106103005144546 +
- Power(x,2)*
- (0.192359864646133233402062603701 +
- Power(x,2)*
- (0.169718025710294148055254697153 +
- Power(x,2)*
- (0.152019901861053805998416606222 +
- Power(x,2)*
- (0.135791835208826981756157660033 +
- Power(x,2)*
- (0.136664494483659208601721894303 +
- Power(x,2)*
- (0.065328093162802400644205988938 +
- 0.230637689957114926453870012547*Power(x,2))))))))\
-))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 13, 1, 5.9705591818195243630092781536e-23,
- x*(2.88539008177792681471910058529 +
- Power(x,2)*(0.96179669392597560587751931075 +
- Power(x,2)*(0.57707801635558498984282820375 +
- Power(x,2)*(0.412198583111199194147574891174 +
- Power(x,2)*(0.320598897968572573587362970771 +
- Power(x,2)*(0.262308189680198499281563178616 +
- Power(x,2)*(0.221953065173215106103005144546 +
- Power(x,2)*
- (0.192359864646133233402062603701 +
- Power(x,2)*
- (0.169718025710294148055254697153 +
- Power(x,2)*
- (0.152019901861053805998416606222 +
- Power(x,2)*
- (0.135791835208826981756157660033 +
- Power(x,2)*
- (0.136664494483659208601721894303 +
- Power(x,2)*
- (0.065328093162802400644205988938 +
- 0.230637689957114926453870012547*Power(x,2))))))))\
-))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 14, 0, 1.69438544016781953629212102979e-24,
- x*(2.88539008177792681471987138677 +
- Power(x,2)*(0.96179669392597560487403542841 +
- Power(x,2)*(0.57707801635558537724948768337 +
- Power(x,2)*(0.412198583111129467872561581412 +
- Power(x,2)*(0.32059889797566651763050053488 +
- Power(x,2)*(0.26230818922752084161989211968 +
- Power(x,2)*(0.22195308444492307649700958038 +
- Power(x,2)*
- (0.192359296462485406752125833936 +
- Power(x,2)*
- (0.1697298686564782064528212357 +
- Power(x,2)*
- (0.151844145063012179049439790657 +
- Power(x,2)*
- (0.137637098313909521272932631047 +
- Power(x,2)*
- (0.123274903213536604711294449168 +
- Power(x,2)*
- (0.129190100223211532469792685441 +
- Power(x,2)*
- (0.050531970476577750903029394995 +
- 0.227549401567133827549136369236*Power(x,2))))))))\
-)))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 14, 1, 1.69438544016781953629212102979e-24,
- x*(2.88539008177792681471987138677 +
- Power(x,2)*(0.96179669392597560487403542841 +
- Power(x,2)*(0.57707801635558537724948768337 +
- Power(x,2)*(0.412198583111129467872561581412 +
- Power(x,2)*(0.32059889797566651763050053488 +
- Power(x,2)*(0.26230818922752084161989211968 +
- Power(x,2)*(0.22195308444492307649700958038 +
- Power(x,2)*
- (0.192359296462485406752125833936 +
- Power(x,2)*
- (0.1697298686564782064528212357 +
- Power(x,2)*
- (0.151844145063012179049439790657 +
- Power(x,2)*
- (0.137637098313909521272932631047 +
- Power(x,2)*
- (0.123274903213536604711294449168 +
- Power(x,2)*
- (0.129190100223211532469792685441 +
- Power(x,2)*
- (0.050531970476577750903029394995 +
- 0.227549401567133827549136369236*Power(x,2))))))))\
-)))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 15, 0, 4.81463308142290764951786901939e-26,
- x*(2.88539008177792681471984871409 +
- Power(x,2)*(0.96179669392597560490770101314 +
- Power(x,2)*(0.57707801635558536240443734679 +
- Power(x,2)*(0.412198583111132527770121251035 +
- Power(x,2)*(0.320598897975308545126833778146 +
- Power(x,2)*(0.262308189253936591864267290154 +
- Power(x,2)*(0.221953083134425478107097881328 +
- Power(x,2)*
- (0.192359341950960560772471526618 +
- Power(x,2)*
- (0.169728736908468981133415194926 +
- Power(x,2)*
- (0.151864574065968580760414902804 +
- Power(x,2)*
- (0.13736921311180891205906964422 +
- Power(x,2)*
- (0.125799973644350746061023620114 +
- Power(x,2)*
- (0.11252628887169587070384439329 +
- Power(x,2)*
- (0.123589124644686251190664148348 +
- Power(x,2)*
- (0.0364681224641507987586637527353 +
- 0.225576802130850598605366685303*Power(x,2))))))))\
-))))))))}
-{Log[2, (1 + #1)/(1 - #1)] & , 15, 1, 4.81463308142290764951786901939e-26,
- x*(2.88539008177792681471984871409 +
- Power(x,2)*(0.96179669392597560490770101314 +
- Power(x,2)*(0.57707801635558536240443734679 +
- Power(x,2)*(0.412198583111132527770121251035 +
- Power(x,2)*(0.320598897975308545126833778146 +
- Power(x,2)*(0.262308189253936591864267290154 +
- Power(x,2)*(0.221953083134425478107097881328 +
- Power(x,2)*
- (0.192359341950960560772471526618 +
- Power(x,2)*
- (0.169728736908468981133415194926 +
- Power(x,2)*
- (0.151864574065968580760414902804 +
- Power(x,2)*
- (0.13736921311180891205906964422 +
- Power(x,2)*
- (0.125799973644350746061023620114 +
- Power(x,2)*
- (0.11252628887169587070384439329 +
- Power(x,2)*
- (0.123589124644686251190664148348 +
- Power(x,2)*
- (0.0364681224641507987586637527353 +
- 0.225576802130850598605366685303*Power(x,2))))))))\
-))))))))}
+{Log[2, (1 + #1)/(1 - #1)] & , 10, 0, 3.1285328832583727271446274474e-12,
+ 0.e-23 + x*(2.88539008182690589337815 +
+ x*(0.e-23 + x*(0.9617966579852949502838 +
+ x*(0.e-24 + x*(0.577085309382957666866513 +
+ x*(0.e-25 + x*
+ (0.411601268380154272597546428 +
+ x*(-1.61e-26 +
+ (0.341712309411898946206650494252 +
+ 1.29930752983417962778960223169e-25*x)*x))))))))}
+{Log[2, (1 + #1)/(1 - #1)] & , 11, 0, 2.1410114030383689267772704676e-14,
+ 0.e-21 + x*(2.885390081777562819196 +
+ x*(0.e-21 + x*(0.961796694295973716912 +
+ x*(0.e-22 + x*(0.5770779098948940070516 +
+ x*(0.e-23 + x*
+ (0.412211603844146279666022 +
+ x*(0.e-25 +
+ x*(0.31983138095551191299118812 +
+ (1.299e-25 + 0.283751646449323373643963474845*x)*x\
+)))))))))}
+{Log[2, (1 + #1)/(1 - #1)] & , 12, 0, 2.14101140303836892678519233496e-14,
+ 0.e-21 + x*(2.885390081777562819196 +
+ x*(0.e-21 + x*(0.961796694295973716912 +
+ x*(0.e-22 + x*(0.5770779098948940070516 +
+ x*(0.e-23 + x*
+ (0.412211603844146279666022 +
+ x*(2.e-25 +
+ x*(0.31983138095551191299118812 +
+ x*(-6.7058e-24 +
+ (0.283751646449323373643963474844 +
+ 8.0906531737342780833656037803e-23*x)*x))))))))))}
+{Log[2, (1 + #1)/(1 - #1)] & , 13, 0, 1.48294180185938512675770096324e-16,
+ 0.e-20 + x*(2.8853900817779295236 +
+ x*(0.e-19 + x*(0.96179669392233355927 +
+ x*(0.e-20 + x*(0.577078017761894161436 +
+ x*(0.e-21 + x*
+ (0.4121983452028499242926 +
+ x*(0.e-23 +
+ x*(0.320619429891299265439389 +
+ x*(-6.7e-24 +
+ x*(0.26136626803870009948502658 +
+ (8.09065e-23 +
+ 0.243683403415639178527756320773*x)*x)))))))))))}
+{Log[2, (1 + #1)/(1 - #1)] & , 14, 0, 1.48294180185938512663415201583e-16,
+ 0.e-20 + x*(2.8853900817779295236 +
+ x*(0.e-19 + x*(0.96179669392233355927 +
+ x*(0.e-20 + x*(0.577078017761894161436 +
+ x*(0.e-21 + x*
+ (0.4121983452028499242926 +
+ x*(0.e-23 +
+ x*(0.320619429891299265439389 +
+ x*(-1.29e-23 +
+ x*(0.26136626803870009948502658 +
+ x*(2.390598e-22 +
+ (0.243683403415639178527756320773 -
+ 1.5937370646328362320806743942e-21*x)*x)))))))))))\
+)}
+{Log[2, (1 + #1)/(1 - #1)] & , 15, 0, 1.03620146500337561010873478083e-18,
+ 0.e-18 + x*(2.885390081777926795 +
+ x*(0.e-18 + x*(0.961796693926010266 +
+ x*(0.e-18 + x*(0.5770780163383200465 +
+ x*(0.e-19 + x*
+ (0.41219858695274464949 +
+ x*(0.e-21 +
+ x*(0.3205984468796786000434 +
+ x*(-1.e-23 +
+ x*(0.2623380807832562511568 +
+ x*(2.391e-22 +
+ x*(0.22083278612450531375220498 +
+ (-1.5937371e-21 +
+ 0.214349669922826255162587476463*x)*x)))))))))))))}
{2^#1 & , 1, 0, 0.0377184175144159683187524189042,
1.02014349907778952618207174634 + 0.70151027081131594019995960628*x}
{2^#1 & , 1, 1, 0.0144071194855240108258215697652,
diff --git a/find-coeffs.m b/find-coeffs.m
index 987c54c..5800051 100644
--- a/find-coeffs.m
+++ b/find-coeffs.m
@@ -9,8 +9,9 @@ funcs =
{
{Sin[2 Pi #]&, 0, 1/4, 1, 2, 10, 1, 1, 1, {0, 1/4}},
{Cos[2 Pi #]&, 0, 1/4, 0, 2, 10, 1, 1, 1, {0, 1/4}},
- (* {Tan[Pi #]&, 0, 1/2, 1, 2, 3, 2, 2, 3, {0, 1/4}}, *)
- {Log[2, (1+#)/(1-#)]&, 0, 1/3, 1, 2, 15, 0, 1, 1, {}},
+ (* {Tan[Pi #]&, 0, 1/2, 1, 2, 3, 2, 2, 3, {0, 1/4}}, *)
+ {Log[2, (1+#)/(1-#)]&, -3 + 2 Sqrt[2], 3 - 2 Sqrt[2],
+ 0, 1, 15, 0, 1, 0, {0}},
{2^#&, -1/2, +1/2, 0, 1, 15, 0, 1, 1, {}},
{ArcTan, 0, 1/2, 1, 2, 15, 1, 2, 1, {0, 1}}
};
@@ -116,6 +117,9 @@ PROBABLY NEED TO DO THAT MANUALLY.
(* findcoeffs2[ArcTan, 0, 1, 1, 2, 10, 1, 2, 10, {0, 1}]; *)
(* findcoeffs2[ArcTan[#]&, 0, 1/2, 1, 2, 15, 1, 2, 1, {0, 1/2}]; *)
+(* findcoeffs2[Log[2, (1+#)/(1-#)]&,
+ -3 + 2 Sqrt[2], 3 - 2 Sqrt[2], 0, 1, 15, 0, 1, 0, {0}]; *)
+
outfile = OpenWrite["coeffs.out"];
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