github.com/gonum/lapack@v0.0.0-20181123203213-e4cdc5a0bff9/testlapack/dlasq3.go (about) 1 // Copyright ©2015 The gonum Authors. All rights reserved. 2 // Use of this source code is governed by a BSD-style 3 // license that can be found in the LICENSE file. 4 5 package testlapack 6 7 import ( 8 "fmt" 9 "testing" 10 11 "github.com/gonum/floats" 12 ) 13 14 type Dlasq3er interface { 15 Dlasq3(i0, n0 int, z []float64, pp int, dmin, sigma, desig, qmax float64, nFail, iter, nDiv int, ttype int, dmin1, dmin2, dn, dn1, dn2, g, tau float64) ( 16 i0Out, n0Out, ppOut int, dminOut, sigmaOut, desigOut, qmaxOut float64, nFailOut, iterOut, nDivOut, ttypeOut int, dmin1Out, dmin2Out, dnOut, dn1Out, dn2Out, gOut, tauOut float64) 17 } 18 19 func printDlasq3FortranInput(d dlasq3teststruct) { 20 z := d.z 21 printFortranArray(z, "z") 22 fmt.Println("i0 =", d.i0) 23 fmt.Println("n0 =", d.n0) 24 fmt.Println("pp =", d.pp) 25 26 fmt.Println("dmin =", fortran64(d.dmin)) 27 fmt.Println("sigma =", fortran64(d.sigma)) 28 fmt.Println("desig =", fortran64(d.desig)) 29 fmt.Println("qmax =", fortran64(d.qmax)) 30 fmt.Println("nFail =", d.nFail) 31 fmt.Println("iter =", d.iter) 32 fmt.Println("nDiv =", d.nDiv) 33 fmt.Println("ttype =", d.ttype) 34 fmt.Println("dmin1 =", fortran64(d.dmin1)) 35 fmt.Println("dmin2 =", fortran64(d.dmin2)) 36 fmt.Println("dn =", fortran64(d.dn)) 37 fmt.Println("dn1 =", fortran64(d.dn1)) 38 fmt.Println("dn2 =", fortran64(d.dn2)) 39 fmt.Println("g =", fortran64(d.g)) 40 fmt.Println("tau =", fortran64(d.tau)) 41 } 42 43 type dlasq3teststruct struct { 44 z []float64 45 i0, n0, pp int 46 dmin, desig, sigma, qmax float64 47 nFail, iter, nDiv, ttype int 48 dmin1, dmin2, dn, dn1, dn2, g, tau float64 49 50 zOut []float64 51 i0Out, n0Out, ppOut int 52 dminOut, desigOut, sigmaOut, qmaxOut float64 53 nFailOut, iterOut, nDivOut, ttypeOut int 54 dmin1Out, dmin2Out, dnOut, dn1Out, dn2Out, gOut, tauOut float64 55 } 56 57 func Dlasq3Test(t *testing.T, impl Dlasq3er) { 58 dTol := 1e-14 59 // Tests computed from calling the netlib Dlasq 60 for _, test := range []dlasq3teststruct{ 61 { 62 i0: 1, 63 n0: 21, 64 z: []float64{0.1914365246180821E+01, 0.1564384297703890E+01, 0.2493389162143899E+00, 0.3499809484769305E+00, 0.1315996513131545E+01, 0.1363862112490627E+01, 0.9898466611970759E-01, 0.2014733168553078E+00, 0.6023973979587287E+00, 0.6465544792741794E+00, 0.2210033410638781E-02, 0.5482758480425683E-01, 0.9861857233678967E-01, 0.2428190810745492E-01, 0.4756321484454819E+00, 0.7654669763997353E-01, 0.2588748143677115E+00, 0.6127784069508770E+00, 0.1078611376690004E+00, 0.1217285558623164E+00, 0.6442896492255246E+00, 0.2293835804898155E+00, 0.6203230486639705E+00, 0.5227672064047094E+00, 0.3695660678607585E+00, 0.7645233184745865E+00, 0.5378838054252265E+00, 0.2253657980501426E+00, 0.3562533181264623E+00, 0.8820486722335483E+00, 0.2222132496436145E-01, 0.1208845131814035E-01, 0.1275094303021685E+01, 0.6548746852163357E+00, 0.1647324354821218E+00, 0.6424409427697111E+00, 0.1007530576543866E+01, 0.3269551736546701E+00, 0.3453881601783118E+00, 0.8453078383713172E+00, 0.2679391719153404E+00, 0.4116714838778281E+00, 0.7328677736683723E+00, 0.2016558482158241E+00, 0.8360828138307410E+00, 0.9737579452195326E+00, 0.4813660709592822E+00, 0.5951926422795808E+00, 0.6495370513676459E+00, 0.6761876248148171E+00, 0.2325475880222648E+00, 0.4547154975121112E+00, 0.1993624802893807E+00, 0.3321819367342255E+00, 0.3782318916911257E+00, 0.9972813157741996E-01, 0.9830449403503746E+00, 0.7561080996844842E+00, 0.4429733864040367E+00, 0.6051687323570161E+00, 0.1173279550602403E+01, 0.7195724480316686E+00, 0.5035524069144587E+00, 0.8966804889747714E+00, 0.3058980395058521E+00, 0.6588832353928662E+00, 0.3014634433415453E+00, 0.1505672110274446E+00, 0.1289422237567578E+01, 0.6124645310993601E+00, 0.7583364305799440E+00, 0.9784211498097629E+00, 0.4977814779461571E+00, 0.9993813577491869E+00, 0.2841468847862598E+00, 0.2567365507769143E+00, 0.9257539794205765E+00, 0.5509268385614666E+00, 0.5231355605450990E-04, 0.6589740256453697E+00, 0.2117869221381033E-04, 0.7349224826832024E-04, 0.0000000000000000E+00, 0.0000000000000000E+00}, 65 pp: 0, 66 dmin: -0.0000000000000000, 67 desig: 0.0000000000000000, 68 qmax: 2.1637041623952107, 69 ttype: 0, 70 dmin1: 0.0000000000000000, 71 dmin2: 0.0000000000000000, 72 dn: 0.0000000000000000, 73 dn1: 0.0000000000000000, 74 dn2: 0.0000000000000000, 75 g: 0.0000000000000000, 76 tau: 0.0000000000000000, 77 nFail: 0, 78 iter: 2, 79 sigma: 0.0000000000000000, 80 nDiv: 40, 81 zOut: []float64{0.1914365246180821E+01, 0.2163704162395211E+01, 0.2493389162143899E+00, 0.1516515751224039E+00, 0.1315996513131545E+01, 0.1263329604128848E+01, 0.9898466611970759E-01, 0.4719916727467415E-01, 0.6023973979587287E+00, 0.5574082640946934E+00, 0.2210033410638781E-02, 0.3910066531356214E-03, 0.9861857233678967E-01, 0.5738597141291359E+00, 0.4756321484454819E+00, 0.2145632131068746E+00, 0.2588748143677115E+00, 0.1521727389298373E+00, 0.1078611376690004E+00, 0.4566771620366771E+00, 0.6442896492255246E+00, 0.8079355358528180E+00, 0.6203230486639705E+00, 0.2837483186776231E+00, 0.3695660678607585E+00, 0.6237015546083620E+00, 0.5378838054252265E+00, 0.3072349091217998E+00, 0.3562533181264623E+00, 0.7123973396902394E-01, 0.2222132496436145E-01, 0.3977314805803597E+00, 0.1275094303021685E+01, 0.1042095257923447E+01, 0.1647324354821218E+00, 0.1592685164190333E+00, 0.1007530576543866E+01, 0.1193650220303144E+01, 0.3453881601783118E+00, 0.7752942700755104E-01, 0.2679391719153404E+00, 0.9232775185761617E+00, 0.7328677736683723E+00, 0.6636554427529671E+00, 0.8360828138307410E+00, 0.6537934420370561E+00, 0.4813660709592822E+00, 0.4782322339990674E+00, 0.6495370513676459E+00, 0.4038524053908432E+00, 0.2325475880222648E+00, 0.1147975431483785E+00, 0.1993624802893807E+00, 0.4627968288321279E+00, 0.3782318916911257E+00, 0.8034172324482011E+00, 0.9830449403503746E+00, 0.6226010943062101E+00, 0.4429733864040367E+00, 0.8347746582554776E+00, 0.1173279550602403E+01, 0.8420572992613844E+00, 0.5035524069144587E+00, 0.1829278057427913E+00, 0.3058980395058521E+00, 0.4244336771046062E+00, 0.3014634433415453E+00, 0.9158407747236312E+00, 0.1289422237567578E+01, 0.1131917893423890E+01, 0.7583364305799440E+00, 0.3334922359541972E+00, 0.4977814779461571E+00, 0.4484361267782198E+00, 0.2841468847862598E+00, 0.5865943745895725E+00, 0.9257539794205765E+00, 0.3392119183870583E+00, 0.5231355605450990E-04, 0.3266196269153995E-08, 0.2117869221381033E-04, 0.2117542601754118E-04, 0.0000000000000000E+00, 0.3910066531356214E-03}, 82 i0Out: 1, 83 n0Out: 21, 84 ppOut: 0, 85 dminOut: 2.1175426017541180E-005, 86 desigOut: 0.0000000000000000, 87 sigmaOut: 0.0000000000000000, 88 qmaxOut: 2.1637041623952107, 89 nFailOut: 0, 90 iterOut: 3, 91 nDivOut: 62, 92 ttypeOut: -1, 93 dmin1Out: 4.4311601260836921E-002, 94 dmin2Out: 4.4311601260836921E-002, 95 dnOut: 2.1175426017541180E-005, 96 dn1Out: 0.33915960483100382, 97 dn2Out: 0.16428924199195991, 98 gOut: 0.0000000000000000, 99 tauOut: 0.0000000000000000, 100 }, 101 { 102 i0: 1, 103 n0: 21, 104 z: []float64{0.1914365246180821E+01, 0.2163704162395211E+01, 0.2493389162143899E+00, 0.1516515751224039E+00, 0.1315996513131545E+01, 0.1263329604128848E+01, 0.9898466611970759E-01, 0.4719916727467415E-01, 0.6023973979587287E+00, 0.5574082640946934E+00, 0.2210033410638781E-02, 0.3910066531356214E-03, 0.9861857233678967E-01, 0.5738597141291359E+00, 0.4756321484454819E+00, 0.2145632131068746E+00, 0.2588748143677115E+00, 0.1521727389298373E+00, 0.1078611376690004E+00, 0.4566771620366771E+00, 0.6442896492255246E+00, 0.8079355358528180E+00, 0.6203230486639705E+00, 0.2837483186776231E+00, 0.3695660678607585E+00, 0.6237015546083620E+00, 0.5378838054252265E+00, 0.3072349091217998E+00, 0.3562533181264623E+00, 0.7123973396902394E-01, 0.2222132496436145E-01, 0.3977314805803597E+00, 0.1275094303021685E+01, 0.1042095257923447E+01, 0.1647324354821218E+00, 0.1592685164190333E+00, 0.1007530576543866E+01, 0.1193650220303144E+01, 0.3453881601783118E+00, 0.7752942700755104E-01, 0.2679391719153404E+00, 0.9232775185761617E+00, 0.7328677736683723E+00, 0.6636554427529671E+00, 0.8360828138307410E+00, 0.6537934420370561E+00, 0.4813660709592822E+00, 0.4782322339990674E+00, 0.6495370513676459E+00, 0.4038524053908432E+00, 0.2325475880222648E+00, 0.1147975431483785E+00, 0.1993624802893807E+00, 0.4627968288321279E+00, 0.3782318916911257E+00, 0.8034172324482011E+00, 0.9830449403503746E+00, 0.6226010943062101E+00, 0.4429733864040367E+00, 0.8347746582554776E+00, 0.1173279550602403E+01, 0.8420572992613844E+00, 0.5035524069144587E+00, 0.1829278057427913E+00, 0.3058980395058521E+00, 0.4244336771046062E+00, 0.3014634433415453E+00, 0.9158407747236312E+00, 0.1289422237567578E+01, 0.1131917893423890E+01, 0.7583364305799440E+00, 0.3334922359541972E+00, 0.4977814779461571E+00, 0.4484361267782198E+00, 0.2841468847862598E+00, 0.5865943745895725E+00, 0.9257539794205765E+00, 0.3392119183870583E+00, 0.5231355605450990E-04, 0.3266196269153995E-08, 0.2117869221381033E-04, 0.2117542601754118E-04, 0.0000000000000000E+00, 0.3910066531356214E-03}, 105 pp: 1, 106 dmin: 2.1175426017541180E-005, 107 desig: 0.0000000000000000, 108 qmax: 2.1637041623952107, 109 ttype: -1, 110 dmin1: 4.4311601260836921E-002, 111 dmin2: 4.4311601260836921E-002, 112 dn: 2.1175426017541180E-005, 113 dn1: 0.33915960483100382, 114 dn2: 0.16428924199195991, 115 g: 0.0000000000000000, 116 tau: 0.0000000000000000, 117 nFail: 0, 118 iter: 3, 119 sigma: 0.0000000000000000, 120 nDiv: 62, 121 zOut: []float64{0.2315355737517615E+01, 0.2163704162395211E+01, 0.8274578340618610E-01, 0.1516515751224039E+00, 0.1227782987997336E+01, 0.1263329604128848E+01, 0.2142822156235013E-01, 0.4719916727467415E-01, 0.5363710491854788E+00, 0.5574082640946934E+00, 0.4183353417969536E-03, 0.3910066531356214E-03, 0.7880045918942136E+00, 0.5738597141291359E+00, 0.4143462125464707E-01, 0.2145632131068746E+00, 0.5674152797118673E+00, 0.1521727389298373E+00, 0.6502569120260687E+00, 0.4566771620366771E+00, 0.4414269425043723E+00, 0.8079355358528180E+00, 0.4009140594652070E+00, 0.2837483186776231E+00, 0.5300224042649548E+00, 0.6237015546083620E+00, 0.4129510944388858E-01, 0.3072349091217998E+00, 0.4276761051054951E+00, 0.7123973396902394E-01, 0.9691308092544145E+00, 0.3977314805803597E+00, 0.2322329650880660E+00, 0.1042095257923447E+01, 0.8186215063776209E+00, 0.1592685164190333E+00, 0.4525581409330741E+00, 0.1193650220303144E+01, 0.1581701233715052E+00, 0.7752942700755104E-01, 0.1428762837957623E+01, 0.9232775185761617E+00, 0.3036848136842134E+00, 0.6636554427529671E+00, 0.8283408623519102E+00, 0.6537934420370561E+00, 0.2331591338951825E+00, 0.4782322339990674E+00, 0.2854908146440392E+00, 0.4038524053908432E+00, 0.1860933389154074E+00, 0.1147975431483785E+00, 0.1080120722364922E+01, 0.4627968288321279E+00, 0.4631042046962229E+00, 0.8034172324482011E+00, 0.9942715478654648E+00, 0.6226010943062101E+00, 0.7069779837626068E+00, 0.8347746582554776E+00, 0.3180071212415688E+00, 0.8420572992613844E+00, 0.2441477440283845E+00, 0.1829278057427913E+00, 0.1096126707799853E+01, 0.4244336771046062E+00, 0.9457451890006905E+00, 0.9158407747236312E+00, 0.5196649403773971E+00, 0.1131917893423890E+01, 0.2877815203259632E+00, 0.3334922359541972E+00, 0.7472489810418290E+00, 0.4484361267782198E+00, 0.2662831374385604E+00, 0.5865943745895725E+00, 0.7292878421469419E-01, 0.3392119183870583E+00, 0.9483648767903632E-12, 0.3266196269153995E-08, 0.2117542506917630E-04, 0.2117542601754118E-04, 0.4183353417969536E-03, 0.3910066531356214E-03}, 122 i0Out: 1, 123 n0Out: 21, 124 ppOut: 1, 125 dminOut: 2.1175425069176302E-005, 126 desigOut: 0.0000000000000000, 127 sigmaOut: 0.0000000000000000, 128 qmaxOut: 2.1637041623952107, 129 nFailOut: 0, 130 iterOut: 4, 131 nDivOut: 84, 132 ttypeOut: -4, 133 dmin1Out: 2.9944624525135358E-002, 134 dmin2Out: 2.9944624525135358E-002, 135 dnOut: 2.1175425069176302E-005, 136 dn1Out: 7.2928780948497918E-002, 137 dn2Out: 0.16065460645225654, 138 gOut: 0.0000000000000000, 139 tauOut: 0.0000000000000000, 140 }, 141 { 142 i0: 1, 143 n0: 21, 144 z: []float64{0.2315355737517615E+01, 0.2163704162395211E+01, 0.8274578340618610E-01, 0.1516515751224039E+00, 0.1227782987997336E+01, 0.1263329604128848E+01, 0.2142822156235013E-01, 0.4719916727467415E-01, 0.5363710491854788E+00, 0.5574082640946934E+00, 0.4183353417969536E-03, 0.3910066531356214E-03, 0.7880045918942136E+00, 0.5738597141291359E+00, 0.4143462125464707E-01, 0.2145632131068746E+00, 0.5674152797118673E+00, 0.1521727389298373E+00, 0.6502569120260687E+00, 0.4566771620366771E+00, 0.4414269425043723E+00, 0.8079355358528180E+00, 0.4009140594652070E+00, 0.2837483186776231E+00, 0.5300224042649548E+00, 0.6237015546083620E+00, 0.4129510944388858E-01, 0.3072349091217998E+00, 0.4276761051054951E+00, 0.7123973396902394E-01, 0.9691308092544145E+00, 0.3977314805803597E+00, 0.2322329650880660E+00, 0.1042095257923447E+01, 0.8186215063776209E+00, 0.1592685164190333E+00, 0.4525581409330741E+00, 0.1193650220303144E+01, 0.1581701233715052E+00, 0.7752942700755104E-01, 0.1428762837957623E+01, 0.9232775185761617E+00, 0.3036848136842134E+00, 0.6636554427529671E+00, 0.8283408623519102E+00, 0.6537934420370561E+00, 0.2331591338951825E+00, 0.4782322339990674E+00, 0.2854908146440392E+00, 0.4038524053908432E+00, 0.1860933389154074E+00, 0.1147975431483785E+00, 0.1080120722364922E+01, 0.4627968288321279E+00, 0.4631042046962229E+00, 0.8034172324482011E+00, 0.9942715478654648E+00, 0.6226010943062101E+00, 0.7069779837626068E+00, 0.8347746582554776E+00, 0.3180071212415688E+00, 0.8420572992613844E+00, 0.2441477440283845E+00, 0.1829278057427913E+00, 0.1096126707799853E+01, 0.4244336771046062E+00, 0.9457451890006905E+00, 0.9158407747236312E+00, 0.5196649403773971E+00, 0.1131917893423890E+01, 0.2877815203259632E+00, 0.3334922359541972E+00, 0.7472489810418290E+00, 0.4484361267782198E+00, 0.2662831374385604E+00, 0.5865943745895725E+00, 0.7292878421469419E-01, 0.3392119183870583E+00, 0.9483648767903632E-12, 0.3266196269153995E-08, 0.2117542506917630E-04, 0.2117542601754118E-04, 0.4183353417969536E-03, 0.3910066531356214E-03}, 145 pp: 0, 146 dmin: 2.1175425069176302E-005, 147 desig: 0.0000000000000000, 148 qmax: 2.1637041623952107, 149 ttype: -4, 150 dmin1: 2.9944624525135358E-002, 151 dmin2: 2.9944624525135358E-002, 152 dn: 2.1175425069176302E-005, 153 dn1: 7.2928780948497918E-002, 154 dn2: 0.16065460645225654, 155 g: 0.0000000000000000, 156 tau: 0.0000000000000000, 157 nFail: 0, 158 iter: 4, 159 sigma: 0.0000000000000000, 160 nDiv: 84, 161 zOut: []float64{0.2315355737517615E+01, 0.2398080345610006E+01, 0.8274578340618610E-01, 0.4236466279397526E-01, 0.1227782987997336E+01, 0.1206825371451915E+01, 0.2142822156235013E-01, 0.9523728911788614E-02, 0.5363710491854788E+00, 0.5272444803016919E+00, 0.4183353417969536E-03, 0.6252320936560726E-03, 0.7880045918942136E+00, 0.8287928057414093E+00, 0.4143462125464707E-01, 0.2836732781232222E-01, 0.5674152797118673E+00, 0.1189283688611819E+01, 0.6502569120260687E+00, 0.2413561400585997E+00, 0.4414269425043723E+00, 0.6009636865971842E+00, 0.4009140594652070E+00, 0.3535878097802652E+00, 0.5300224042649548E+00, 0.2177085286147829E+00, 0.4129510944388858E-01, 0.8112190955144877E-01, 0.4276761051054951E+00, 0.1315663829494665E+01, 0.9691308092544145E+00, 0.1710650671895379E+00, 0.2322329650880660E+00, 0.8797682289623537E+00, 0.8186215063776209E+00, 0.4211038940233675E+00, 0.4525581409330741E+00, 0.1896031949674164E+00, 0.1581701233715052E+00, 0.1191897606932286E+01, 0.1428762837957623E+01, 0.5405288693957555E+00, 0.3036848136842134E+00, 0.4653859482687157E+00, 0.8283408623519102E+00, 0.5960928726645816E+00, 0.2331591338951825E+00, 0.1116684901463164E+00, 0.2854908146440392E+00, 0.3598944880993349E+00, 0.1860933389154074E+00, 0.5585061130503639E+00, 0.1080120722364922E+01, 0.9846976386969850E+00, 0.4631042046962229E+00, 0.4676068229793028E+00, 0.9942715478654648E+00, 0.1233621533334973E+01, 0.7069779837626068E+00, 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821 { 822 i0: 1, 823 n0: 18, 824 z: []float64{0.2384705997428018E+01, 0.2383460331210544E+01, 0.6512368848977837E-06, 0.2970373645586866E-06, 0.1087126346389419E+01, 0.1085889199499347E+01, 0.9467601652019932E-05, 0.1366452649899944E-04, 0.1567256659807859E+01, 0.1578904163506652E+01, 0.1290748567965171E-01, 0.6103442048115082E-02, 0.7466016465687454E+00, 0.8284687778600495E+00, 0.8921689079377818E-01, 0.1160157908485996E+00, 0.1077323583030640E+01, 0.1278855299065544E+01, 0.3187938243378626E+00, 0.2108295383723412E+00, 0.8457518677063927E+00, 0.7226887736910288E+00, 0.8901276181133644E-01, 0.1904807262171572E+00, 0.1546500520154876E+01, 0.1532634164092948E+01, 0.1778606876095877E+00, 0.1068932656188067E+00, 0.9211044497840675E+00, 0.8588297969472432E+00, 0.4586493023634136E-01, 0.4868264913684867E-01, 0.9115921349407204E+00, 0.9646646288612479E+00, 0.1030014605117353E+00, 0.2184840619043245E+00, 0.2046221921921390E+01, 0.1891673744281760E+01, 0.6518220171905387E-01, 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0.4011480356653261E-18, 0.5524513774965514E-19, 0.1702794694134603E+01, 0.2545269924803487E-17, 0.5179704803914515E-14, 0.1264160184270297E-13, 0.1077066053646038E+01, 0.7156177943897596E-01, 0.2292199980814605E-03, 0.1899018778701386E-03, 0.1060140274732043E+01, 0.8660746506696473E-01, 0.1357005210961402E-39, 0.1331360138522907E-23, 0.9894235909971354E+00, 0.8804208964992894E-17, 0.8660746506696473E-01, 0.8679736700028205E-01, 0.9539342071687115E+00, 0.2761013168273541E-29, 0.1040577915698430E-22, 0.8107757314001177E-24, 0.8046649468928653E+00, 0.5098326619997980E-22, 0.1416795225784663E-10, 0.1216165317638265E-10, 0.7009142227469247E+00, 0.1183291357831518E-29, 0.4806926318247711E-11, 0.3824647564366386E-11, 0.5502651835254770E+00, 0.1368072596837427E-11, 0.1169503544861386E-10, 0.4068037876491279E-10, 0.4423863025187732E+00, 0.2477754901417239E-20, 0.1737857614720001E-07, 0.5295826057530262E-07, 0.3697086796938907E+00, 0.5143373102040997E-26, 0.1312431380925897E-05, 0.1614374370413396E-05, 0.1446051340026323E+00, 0.9928287808749566E-25, 0.3777515963415321E-05, 0.2773141909621761E-05, 0.1110032523123295E+00, 0.0000000000000000E+00, 0.2532463507333992E-05, 0.2934028940292093E-05, 0.7513603923341917E-01, 0.5394210206791908E-19, 0.6032617175984252E-07, 0.2575740214720034E-06, 0.6860214953971246E-01, 0.7542232825258426E-19, 0.3784397549471832E-09, 0.1131370986389306E-09, 0.2434478048112329E-01, 0.1013559914197709E-18, 0.1483665133446019E-05, 0.1887408451311279E-05, 0.6989818532012803E-03, 0.9466330862652142E-28, 0.2539111990097616E-03, 0.9240506410060376E-03, 0.7811996215926567E-04, 0.3786532345060857E-28, 0.1283811140869274E-03, 0.1684766835109566E-03}, 2642 i0Out: 1, 2643 n0Out: 0, 2644 ppOut: 1, 2645 dminOut: 1.4843004355481051E-009, 2646 desigOut: -1.6593817482031092E-016, 2647 sigmaOut: 2.0907792019978437, 2648 qmaxOut: 1.6602870234255678, 2649 nFailOut: 6, 2650 iterOut: 109, 2651 nDivOut: 1425, 2652 ttypeOut: -4, 2653 dmin1Out: 6.4246679664367451E-005, 2654 dmin2Out: 0.55893141237326205, 2655 dnOut: 1.4843004355481051E-009, 2656 dn1Out: 6.4246679664367451E-005, 2657 dn2Out: 0.55893141237326205, 2658 gOut: 0.49975000000000003, 2659 tauOut: 9.4211902206835373E-008, 2660 }, 2661 } { 2662 z := make([]float64, len(test.z)) 2663 copy(z, test.z) 2664 i0 := test.i0 - 1 // zero index 2665 n0 := test.n0 - 1 // zero index 2666 2667 i0Out, n0Out, ppOut, dminOut, sigmaOut, desigOut, qmaxOut, nFailOut, iterOut, nDivOut, ttypeOut, dmin1Out, dmin2Out, dnOut, dn1Out, dn2Out, gOut, tauOut := 2668 impl.Dlasq3(i0, n0, z, test.pp, test.dmin, test.sigma, test.desig, test.qmax, test.nFail, test.iter, test.nDiv, test.ttype, test.dmin1, test.dmin2, test.dn, test.dn1, test.dn2, test.g, test.tau) 2669 2670 if !floats.EqualApprox(z, test.zOut, dTol) { 2671 t.Error("Z mismatch") 2672 } 2673 if i0Out != test.i0Out-1 { 2674 t.Errorf("i0 mismatch. Want %v, got %v", test.n0Out, n0Out) 2675 } 2676 if n0Out != test.n0Out-1 { 2677 t.Errorf("n0 mismatch. Want %v, got %v", test.n0Out, n0Out) 2678 } 2679 if ppOut != test.ppOut { 2680 t.Errorf("pp mismatch. Want %v, got %v", test.ppOut, ppOut) 2681 } 2682 if !floats.EqualWithinAbsOrRel(dminOut, test.dminOut, dTol, dTol) { 2683 t.Errorf("dmin mismatch. Want %v, got %v", test.dminOut, dminOut) 2684 } 2685 if !floats.EqualWithinAbsOrRel(desigOut, test.desigOut, dTol, dTol) { 2686 t.Errorf("desig mismatch. Want %v, got %v", test.desigOut, desigOut) 2687 } 2688 if !floats.EqualWithinAbsOrRel(sigmaOut, test.sigmaOut, dTol, dTol) { 2689 t.Errorf("sigma mismatch. Want %v, got %v", test.sigmaOut, sigmaOut) 2690 } 2691 if !floats.EqualWithinAbsOrRel(qmaxOut, test.qmaxOut, dTol, dTol) { 2692 t.Errorf("qmax mismatch. Want %v, got %v", test.qmaxOut, qmaxOut) 2693 } 2694 if nFailOut != test.nFailOut { 2695 t.Errorf("nFail mismatch. Want %v, got %v", test.nFailOut, nFailOut) 2696 } 2697 if iterOut != test.iterOut { 2698 t.Errorf("iter mismatch. Want %v, got %v", test.iterOut, iterOut) 2699 } 2700 if nDivOut != test.nDivOut { 2701 t.Errorf("nFail mismatch. Want %v, got %v", test.nDivOut, nDivOut) 2702 } 2703 if ttypeOut != test.ttypeOut { 2704 t.Errorf("ttype mismatch. Want %v, got %v", test.ttypeOut, ttypeOut) 2705 } 2706 if !floats.EqualWithinAbsOrRel(dmin1Out, test.dmin1Out, dTol, dTol) { 2707 t.Errorf("dmin1 mismatch. Want %v, got %v", test.dmin1Out, dmin1Out) 2708 } 2709 if !floats.EqualWithinAbsOrRel(dmin2Out, test.dmin2Out, dTol, dTol) { 2710 t.Errorf("dmin2 mismatch. Want %v, got %v", test.dmin2Out, dmin2Out) 2711 } 2712 if !floats.EqualWithinAbsOrRel(dnOut, test.dnOut, dTol, dTol) { 2713 t.Errorf("dn mismatch. Want %v, got %v", test.dnOut, dnOut) 2714 } 2715 if !floats.EqualWithinAbsOrRel(dn1Out, test.dn1Out, dTol, dTol) { 2716 t.Errorf("dn1 mismatch. Want %v, got %v", test.dn1Out, dn1Out) 2717 } 2718 if !floats.EqualWithinAbsOrRel(dn2Out, test.dn2Out, dTol, dTol) { 2719 t.Errorf("dn2 mismatch. Want %v, got %v", test.dn2Out, dn2Out) 2720 } 2721 if !floats.EqualWithinAbsOrRel(gOut, test.gOut, dTol, dTol) { 2722 t.Errorf("g mismatch. Want %v, got %v", test.gOut, gOut) 2723 } 2724 if !floats.EqualWithinAbsOrRel(tauOut, test.tauOut, dTol, dTol) { 2725 t.Errorf("tau mismatch. Want %v, got %v", test.tauOut, tauOut) 2726 } 2727 } 2728 }