2020-11-27 22:19:51 +00:00
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% This file was created by matlab2tikz.
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\definecolor{mycolor1}{rgb}{0.00000,0.44700,0.74100}%
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\definecolor{mycolor2}{rgb}{0.85000,0.32500,0.09800}%
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%
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\begin{tikzpicture}
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\begin{axis}[%
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2020-11-30 19:26:06 +00:00
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width=6.028in,
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height=4.754in,
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at={(1.011in,0.642in)},
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2020-11-27 22:19:51 +00:00
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scale only axis,
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xmin=0,
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2020-11-30 19:26:06 +00:00
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xmax=160,
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2020-11-27 22:19:51 +00:00
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ymode=log,
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2020-11-30 19:26:06 +00:00
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ymin=1e-09,
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ymax=1,
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2020-11-27 22:19:51 +00:00
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yminorticks=true,
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axis background/.style={fill=white},
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title style={font=\bfseries},
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title={Residual norms over iteration (y is log)}
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]
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\addplot [color=mycolor1, forget plot]
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table[row sep=crcr]{%
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2020-11-30 19:26:06 +00:00
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1 1\\
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2 0.557596535615506\\
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3 0.0776565625508993\\
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4 0.0198777323861488\\
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5 0.00796998880225869\\
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6 0.00379999756962287\\
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7 0.0020374948726527\\
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8 0.00117378505868276\\
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9 0.000679072640424649\\
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10 0.000460205525227464\\
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11 0.000299176988582771\\
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12 0.000208705837325249\\
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13 0.000154155368421638\\
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14 0.000112123271112138\\
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15 8.51723029158506e-05\\
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16 6.84145894011081e-05\\
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17 5.22773173463893e-05\\
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18 4.19658990284636e-05\\
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19 3.35813556680048e-05\\
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20 2.69909819855066e-05\\
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21 2.16953761012216e-05\\
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22 1.75366202909715e-05\\
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23 1.58613744370523e-05\\
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24 1.07527796769547e-05\\
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25 1.21386374874815e-05\\
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26 1.02818699879239e-05\\
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27 8.94827138078525e-06\\
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28 7.32098660262362e-06\\
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29 6.29855369167726e-06\\
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30 5.75608316894847e-06\\
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31 5.01303204699423e-06\\
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32 4.32711144148808e-06\\
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33 3.75161010629661e-06\\
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34 3.13429056757287e-06\\
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35 2.97535388105766e-06\\
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36 2.59579082920428e-06\\
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37 2.35613630297938e-06\\
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38 2.13570046200869e-06\\
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39 1.91918226507556e-06\\
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40 1.79412386278695e-06\\
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41 1.60497187780807e-06\\
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42 1.50673230165654e-06\\
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43 1.29912483256279e-06\\
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44 1.18346887626955e-06\\
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45 1.20647020748118e-06\\
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46 9.3251240253618e-07\\
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47 1.0443397517104e-06\\
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48 7.81977076368339e-07\\
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49 7.06367946061837e-07\\
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50 6.4448540591806e-07\\
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51 5.8599197172186e-07\\
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52 5.19890971305916e-07\\
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53 4.77565688325081e-07\\
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54 4.45837257417211e-07\\
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55 4.52354751810163e-07\\
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56 4.29038013881601e-07\\
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57 4.19929738903634e-07\\
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58 3.83172910236919e-07\\
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59 3.69121286102551e-07\\
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60 3.7162945951419e-07\\
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61 3.46046785121521e-07\\
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62 3.2757610333777e-07\\
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63 3.15320978192865e-07\\
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64 2.96758711344714e-07\\
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65 2.96817636331721e-07\\
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66 2.71124713000919e-07\\
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67 2.62909013135003e-07\\
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68 2.43462036182122e-07\\
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69 2.28404291071355e-07\\
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70 2.24415864473535e-07\\
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71 2.28468445317059e-07\\
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72 2.16184931431001e-07\\
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73 2.03658004162582e-07\\
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74 1.83416377348938e-07\\
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75 1.77025922497321e-07\\
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76 1.70006600401098e-07\\
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77 1.63491825605367e-07\\
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78 1.57088823572816e-07\\
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79 1.6232157488019e-07\\
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80 1.55517018193347e-07\\
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81 1.44132341985942e-07\\
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82 1.33984748126276e-07\\
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83 1.25196828216566e-07\\
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84 1.21215390780978e-07\\
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85 1.15338855777099e-07\\
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86 1.08276150400162e-07\\
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87 1.04805124156927e-07\\
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88 1.01804326380992e-07\\
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89 1.0010166263465e-07\\
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90 9.48101967192271e-08\\
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91 8.89240656896784e-08\\
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92 8.81989115707906e-08\\
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93 8.26647202805855e-08\\
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94 7.78552030683533e-08\\
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95 8.16807953528358e-08\\
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96 7.66807903209987e-08\\
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97 7.25436978662745e-08\\
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98 6.71702595720625e-08\\
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99 7.01343166575355e-08\\
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100 6.80449977565014e-08\\
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101 6.68192875014292e-08\\
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102 6.22828481503855e-08\\
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103 6.14945471895087e-08\\
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104 6.70743224722449e-08\\
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105 6.88753801346713e-08\\
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106 6.74234915967769e-08\\
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107 6.38752997351369e-08\\
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108 6.10832293660283e-08\\
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109 5.60972305767953e-08\\
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110 5.08646226781961e-08\\
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111 4.95616876939365e-08\\
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112 4.46580704289759e-08\\
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113 4.2687817302539e-08\\
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114 4.10291135987935e-08\\
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115 3.78768817309767e-08\\
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116 3.73532344958446e-08\\
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117 3.51670172127996e-08\\
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118 3.22365221541983e-08\\
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119 3.0914108557954e-08\\
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120 3.02505081670252e-08\\
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121 2.87114558023773e-08\\
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122 2.66853087438055e-08\\
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123 2.60049357892773e-08\\
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124 2.51289922847544e-08\\
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125 2.39005712471205e-08\\
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126 2.24094810183141e-08\\
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127 2.01607019229326e-08\\
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128 1.92164353138885e-08\\
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129 1.82687256142865e-08\\
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130 1.78764123154733e-08\\
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131 1.90420480961642e-08\\
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132 1.79866998160551e-08\\
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133 1.62987103158868e-08\\
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134 1.64054691550642e-08\\
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135 1.53093691487969e-08\\
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136 1.48209887890633e-08\\
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137 1.48119659868498e-08\\
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138 1.39479300275188e-08\\
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139 1.30269784768553e-08\\
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140 1.39128297693094e-08\\
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141 1.35601176412506e-08\\
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142 1.31199716923384e-08\\
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143 1.16605449828788e-08\\
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144 1.1256315915413e-08\\
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145 1.10059046096852e-08\\
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146 1.05336940404569e-08\\
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147 9.87947792918718e-09\\
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148 9.87385221564589e-09\\
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149 9.86634931285779e-09\\
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150 9.87265433744658e-09\\
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151 8.57424740655266e-09\\
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152 7.71781430780305e-09\\
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2020-11-27 22:19:51 +00:00
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};
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\addplot [color=mycolor2, forget plot]
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table[row sep=crcr]{%
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2020-11-30 19:26:06 +00:00
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1 1\\
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2 0.00579815823253321\\
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3 0.000296979878939853\\
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4 0.000149409715840567\\
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5 7.77022863220549e-05\\
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6 6.2599388664747e-05\\
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7 3.67776811885644e-05\\
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8 2.26985377046381e-05\\
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9 2.75130507463434e-05\\
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10 1.74951186586756e-05\\
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11 2.49605697423791e-05\\
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12 1.12366572676273e-05\\
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13 1.54813768580115e-05\\
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14 1.23158281548519e-05\\
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15 8.35804590504644e-06\\
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16 1.06813390449761e-05\\
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17 4.65224806020403e-06\\
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18 4.34451840639611e-06\\
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19 1.95974449943222e-06\\
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20 1.88311897094728e-06\\
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21 1.76128803348428e-06\\
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22 1.275240225499e-06\\
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23 1.36310372428718e-06\\
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24 1.03510657531701e-06\\
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25 1.00121067351798e-06\\
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26 9.55653227048963e-07\\
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2020-11-27 22:19:51 +00:00
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};
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\end{axis}
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\end{tikzpicture}%
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