2020-11-25 14:20:13 +00:00
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% This file was created by matlab2tikz.
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%
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\definecolor{mycolor1}{rgb}{0.00000,0.44700,0.74100}%
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%
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\begin{tikzpicture}
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\begin{axis}[%
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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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scale only axis,
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xmin=0,
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xmax=180,
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ymode=log,
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2020-12-02 12:27:51 +00:00
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ymin=1e-08,
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2020-11-25 14:20:13 +00:00
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ymax=1000000,
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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 vector squared 2-norm (log) over iterations}
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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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1 11909.9916990842\\
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2 1215.89010103615\\
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3 119.561506273628\\
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4 25.7035634544525\\
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5 10.5611870908368\\
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6 4.9270658032822\\
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7 2.13962279549106\\
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8 123.990459337534\\
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9 1.23020970291512\\
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10 0.726292742104297\\
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11 0.437655877749282\\
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12 0.260873707832738\\
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13 0.17072420219991\\
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14 0.101340305340657\\
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15 0.189833128810975\\
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16 0.131825297283515\\
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17 0.0572076044770027\\
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18 0.039668263144492\\
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19 0.0319287317681079\\
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20 0.0195740744402844\\
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21 0.0149039165591494\\
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22 0.0123032827360602\\
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23 0.712044976614692\\
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24 0.00995641116934014\\
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25 0.00893611054884436\\
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26 0.00630098046101872\\
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28 0.00589902032947632\\
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29 0.00588515046013994\\
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31 0.0040950751378787\\
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32 0.00373404399719963\\
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33 0.0035997277309428\\
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34 0.00299194637307639\\
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35 0.00177328859853697\\
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36 0.00129725288116854\\
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37 0.049535388437175\\
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38 0.0011091440769831\\
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39 0.00118263501318397\\
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40 0.000966559105586302\\
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41 0.000718169185559145\\
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42 0.000724441141532492\\
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43 0.000768917036778476\\
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44 0.00269020183225918\\
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45 0.000570706808899611\\
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46 0.000831736774154204\\
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47 0.000649300990333462\\
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48 0.000310381139613716\\
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50 0.000340608947493281\\
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52 0.000205980081464339\\
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53 0.000279777304655239\\
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61 0.000176255235921362\\
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62 9.4197961691087e-05\\
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63 8.20523976696223e-05\\
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64 0.00370668271425266\\
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65 9.93383601592671e-05\\
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66 0.000153079242536576\\
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67 9.14044749794555e-05\\
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68 5.72233807063173e-05\\
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69 6.34922495601101e-05\\
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70 7.27636976386079e-05\\
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71 0.00225428493244681\\
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72 0.000113799191067991\\
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73 5.35440047147865e-05\\
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74 8.41355153412546e-05\\
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75 8.48518650076496e-05\\
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76 6.22215998223378e-05\\
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77 0.000817207214704047\\
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78 0.000111352409122667\\
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79 4.21172150194178e-05\\
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80 2.87734653228315e-05\\
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81 4.10050601226006e-05\\
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82 3.24394526517843e-05\\
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83 4.16294986387063e-05\\
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84 0.00214569803932431\\
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85 8.55723713819309e-05\\
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86 3.32557658527889e-05\\
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87 2.52240728364592e-05\\
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88 6.2097593050376e-05\\
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89 2.18185972524218e-05\\
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90 0.000295303841112173\\
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91 4.87144579957892e-05\\
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92 2.8215056148989e-05\\
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93 2.35361887050575e-05\\
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94 2.75041794828811e-05\\
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95 5.06188272864469e-05\\
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96 2.42061490399217e-05\\
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97 0.00027580878447057\\
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98 2.74664478340053e-05\\
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99 3.50733084924626e-05\\
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100 3.1778479688316e-05\\
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101 2.92589989035591e-05\\
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102 0.000129072395418128\\
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103 0.0047343379748716\\
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104 4.09472473509763e-05\\
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105 4.10312409025682e-05\\
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106 4.76401831045035e-05\\
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107 4.27117411441813e-05\\
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108 0.000157541717376013\\
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109 0.000168844397829638\\
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122 0.000441952575307103\\
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123 2.4016614151962e-05\\
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124 2.73115201713094e-05\\
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125 3.22102681494731e-05\\
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126 2.08196860675751e-05\\
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127 3.39310585133428e-05\\
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128 2.35747264136633e-05\\
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129 0.000318952227696151\\
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130 9.37353712503354e-05\\
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131 4.2670279781618e-05\\
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132 8.46751510649503e-05\\
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133 2.41046768091548e-05\\
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134 0.000118220396031136\\
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135 0.00984156577501441\\
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137 4.51598504488994e-05\\
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138 4.51515273101713e-05\\
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139 1.16508810374033e-05\\
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140 1.03229247762991e-05\\
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141 0.000629284559580057\\
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142 2.10831113801501e-06\\
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143 8.64626377047462e-06\\
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144 1.90060956957351e-06\\
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145 2.9904838823846e-06\\
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146 1.1698091976711e-05\\
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147 0.00157994086647156\\
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148 3.90577499999355e-06\\
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149 3.63123271261456e-05\\
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151 6.23630758043014e-06\\
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152 5.33727229652419e-05\\
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153 0.00766964489351792\\
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154 4.40019782836122e-05\\
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155 4.91424078393586e-06\\
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156 5.23015596899946e-06\\
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157 1.59109137910169e-05\\
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158 2.44921817021047e-06\\
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159 8.92395259274082e-05\\
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160 1.65115695649721e-06\\
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161 2.09460062061473e-06\\
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162 5.05915189772462e-07\\
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};
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\end{axis}
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\end{tikzpicture}%
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