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Next: Integration Errors Up: Appendix Previous: Norm of Gradient

Optimal Function Values

N opt. fct. val. N opt. fct. val. N opt. fct. val.
1 0.500000000000000 51 1145.421980634601 101 4633.736565899113
2 1.732050807568877 52 1191.931584709404 102 4727.836616833582
3 3.674234614174767 53 1239.371192268863 103 4822.876522749370
4 6.474691494688166 54 1287.777027461126 104 4919.017020539754
5 9.985281374238577 55 1337.095348267226 105 5015.984595705453
6 14.45297741422138 56 1387.383229252853 106 5113.980857754619
7 19.67528786123286 57 1438.618250640449 107 5212.872590887425
8 25.75998653126991 58 1490.774386078146 108 5312.735079920440
9 32.71694946014845 59 1543.835099598554 109 5413.598686896172
10 40.59645050819166 60 1597.941830199009 110 5515.409738229780
11 49.16525305762890 61 1652.942014269376 111 5618.196174615613
12 58.85323061173346 62 1708.879681503314 112 5721.843254029606
13 69.30636329662667 63 1765.802577927331 113 5826.594788317777
14 80.67024411429442 64 1823.667960263912 114 5932.188976096309
15 92.91165530254683 65 1882.441525304374 115 6038.834145813815
16 106.0504048286222 66 1942.122700405566 116 6146.342446580276
17 120.0844674474937 67 2002.874701748871 117 6254.947805249175
18 135.0894675567174 68 2064.536066225271 118 6364.363809130771
19 150.8815683337618 69 2127.100901550687 119 6474.845754099968
20 167.6416223992759 70 2190.693812716117 120 6586.250208760636
21 185.2875361493091 71 2255.001190975089 121 6698.613051331485
22 203.9301906628859 72 2320.633883745415 122 6811.932421612654
23 223.3470740518098 73 2387.072981838508 123 6926.224067750290
24 243.8127602988214 74 2454.369689041121 124 7041.576937871167
25 265.1333263173680 75 2522.674871841452 125 7157.725026469192
26 287.3026150330422 76 2591.850152353984 126 7274.905317855259
27 310.4915423582046 77 2662.047213292928 127 7393.080343399315
28 334.6344399204439 78 2733.248357479150 128 7512.107319268834
29 359.6039459039517 79 2805.437319233963 129 7632.308179538056
30 385.5308380633188 80 2878.528532667672 130 7753.231606916379
31 412.2612746505304 81 2952.574784715881 131 7875.202162294806
32 440.2040574480203 82 3027.592457041952 132 7998.180015680348
33 468.9048532837587 83 3103.492434468477 133 8122.089721194863
34 498.5698724906699 84 3180.361442939105 134 8247.026135444601
35 529.1224083754304 85 3258.213663077457 135 8372.990228476745
36 560.6188877311326 86 3337.002642986308 136 8499.534494782418
37 593.0385035664556 87 3416.720196759413 137 8627.406389900463
38 626.3890090168368 88 3497.439018624774 138 8756.227056953609
39 660.6752788346454 89 3579.128462215714 139 8886.189301095805
40 695.9167443420025 90 3661.730604239242 140 9016.677941858294
41 732.0781075436930 91 3745.291636241583 141 9148.320715713384
42 769.1908464592542 92 3829.844338421653 142 9280.915900377935
43 807.1742630846396 93 3915.424609921690 143 9414.540733412508
44 846.1884010611068 94 4001.771675565426 144 9548.995540368338
45 886.1714324245660 95 4089.329376437116 145 9684.381825577339
46 927.0722245627560 96 4177.533599623282 146 9821.080438306173
47 968.7134553438224 97 4266.822464156598 147 9958.667725318692
48 1011.557182653625 98 4357.268650942716 148 10096.94635930301
49 1055.182314726305 99 4448.410420647641 149 10236.43577081063
50 1099.819290319058 100 4540.658785474170 150 10376.65239705270
 
Table tex2html_wrap1731tex2html_wrap_inline1719

N opt. fct. val. N opt. fct. val.
151 10517.97837624036 225 23449.50788900559
152 10660.27011040682 256 30507.28651936315
153 10803.39671662756 289 39048.39864813881
154 10947.64768617304 324 49268.55128304187
155 11093.06775325911 361 61373.67131670026
156 11239.01579509413 400 75583.41683491136
157 11386.08198597265 441 92126.95738137892
158 11534.21667076679 484 111248.9368335901
159 11683.39826474392 529 133202.4341035277
160 11833.29114316029 576 158253.8549244064
161 11984.14573100214 625 186684.1818973242
162 12136.13800011864 676 218782.7025117617
163 12289.00614464313 729 254850.5826315200
164 12442.84161574589 784 295204.0315406995
165 12597.79894491279 841 340171.5969625181
166 12753.56052792666 900 390088.4611362188
167 12910.44258184769 961 445306.6367858270
168 13068.14219473437 1000 482533.9014834165
169 13226.72433227355 1024 506190.2541103970
170 13386.37582221102 1089 573111.6049805244
171 13547.29447123441 1156 646459.4991660330
172 13708.88286327617 1225 726630.5007997637
173 13871.39313458218 1296 814037.6356036495
174 14035.00215609037 1369 909099.3208944425
175 14199.52017335327 1444 1012257.092371517
176 14364.90419085466 1521 1123952.210768201
177 14531.48287836277 1600 1244646.673002645
178 14698.77400378278
179 14867.25730078455
180 15036.57787263741
181 15207.00129955274
182 15378.22850973948
183 15550.68605915045
184 15723.84688160236
185 15897.89806865325
186 16072.97518632155
187 16249.53844362568
188 16426.55869680151
189 16604.76043954694
190 16783.59287979203
191 16963.65583303697
192 17144.79813650427
193 17326.87226084459
194 17509.64611329630
195 17693.64129079832
196 17878.54576471418
197 18064.30096947719
198 18251.19478087154
199 18439.01909926687
200 18627.84462660964
 
Table tex2html_wrap1732tex2html_wrap_inline1725 and tex2html_wrap_inline3377, tex2html_wrap_inline1729


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Next: Integration Errors Up: Appendix Previous: Norm of Gradient

Joerg Fliege
Thu Dec 23 19:39:35 CET 1999