view liboctave/UMFPACK/UMFPACK/Demo/HB/fs_183_6.rua @ 5164:57077d0ddc8e

[project @ 2005-02-25 19:55:24 by jwe]
author jwe
date Fri, 25 Feb 2005 19:55:28 +0000
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1UNSYMMETRIC FACSIMILE CONVERGENCE MATRIX                               FS 183 6
           357            17            72           268             0          
RUA                      183           183          1069             0          
(11I7)          (15I5)          (4D20.12)                                       
      1    106    142    149    152    155    158    162    166    170    175   
    181    187    196    199    203    207    210    213    216    224    232   
    239    248    255    264    270    275    280    287    292    296    300   
    303    306    309    312    315    318    321    324    327    342    352   
    356    362    365    371    374    431    435    439    440    441    442   
    443    449    456    460    466    472    479    486    490    496    503   
    507    509    515    517    523    529    532    538    545    547    554   
    558    565    567    574    581    588    590    595    599    601    607   
    610    612    618    625    632    639    646    648    655    659    661   
    668    672    674    676    682    685    690    693    697    701    706   
    709    711    717    720    726    732    736    739    744    747    749   
    753    759    765    768    773    779    785    790    795    801    807   
    813    819    828    837    844    948    950    953    965    969    971   
    973    976    977    978    979    980    981    982    983    984    985   
    986    987    988    989    991    996   1001   1006   1009   1012   1017   
   1020   1024   1027   1030   1033   1036   1039   1042   1045   1048   1050   
   1053   1056   1058   1061   1063   1065   1068   1070                        
    1    2   20   21   22   23   24   26   27   42   43   44   49   50   51     
   56   57   59   60   61   62   64   65   67   68   70   71   72   73   74     
   75   76   78   79   80   81   82   83   84   86   87   89   90   91   92     
   93   94   95   96   98   99  101  102  103  104  105  106  107  109  110     
  112  113  114  115  116  118  119  122  123  124  125  126  127  128  129     
  130  131  132  133  136  137  140  144  158  159  160  161  162  163  164     
  165  166  167  168  169  170  171  172  173  174  175  176  177  179  182     
    1    2   42   43   45   46   51   52   53   57   58   62   63   65   66     
   76   77   84   85   96   97   99  100  108  109  110  111  118  119  120     
  121  136  137  140  141  147    3   49  137  142  143  144  146    4  137     
  138    5  137  158    6   56  137    7   64   70  137    8   59   60  137     
    9   74   78  137   10   80   81   82  137   11   91   92   93   94  137     
   12   20   42   68   69  137   13   20   21   42   43   69   73  137  158     
   14  125  137   15  103  137  178   16  115  137  181   17  112  137   18     
  122  137   19  123  137    4   20   43   45   48  137  138  140    4   21     
   43   45   57  137  140  158    4    6   22   43   56   62  137    4    7     
   12   21   23   43   64   65  137    4    7   24   43   70   76  137    4     
    8   13   21   25   43   60   84  137    4   26   57   71  137  158   27     
   56   57   61  137   28   56   62   90  137   29   57   64   65   87  137     
  158   30   57   70   76  158   20   31   43  137   21   32   43  137   33     
  127  137   34  128  137   35  130  137   36  129  137   37  131  137   38     
  132  137   39  133  137   40  126  137   41  137  180    1    2   12   13     
   20   21   42   43   69  136  137  139  140  148  158    1    2   42   43     
   46   47   49   55  136  137    1    2   44  137    2   45   53  137  140     
  145    2   43   46   43   45   47   54  137  140   48  137  138    1    2     
    3   20   31   43   49   55   56   57   59   60   61   62   64   65   67     
   68   70   71   73   74   76   78   80   81   82   87   90   91   92   93     
   94   96   99  143  144  158  159  160  161  162  163  164  165  166  167     
  168  169  170  171  172  173  174  175  176  177    1    2   50   51    2     
   51   52   53   52   53   54   55    1    2   49   56  144  159    1    2     
   49   57   58  144  158    2   57   58  149    1    2   49   59  144  160     
    1    2   49   60  144  161    1    2   43   49   61   67  144    1    2     
   49   56   62   63  144    2   62   63  150    1    2   49   64  144  162     
    1    2   49   64   65   66  144    2   65   66  151   57   67    1    2     
   49   68  144  163   43   69    1    2   49   70  144  164    1    2   49     
   71  144  165    4   21   72    1    2   49   73  144  166    1    2   49     
   74   75  144  167   53   75    1    2   49   70   76   77  144    2   76     
   77  152    1    2   49   78   79  144  168   53   79    1    2   49   80     
   83  144  169    1    2   49   81   86  144  170    1    2   49   82   89     
  144  171   53   83    1    2   60   84   85    2   84   85  153   53   86     
    1    2   49   87  144  172   57   62   88   53   89    1    2   49   90     
  144  173    1    2   49   91   95  144  174    1    2   49   92   98  144     
  175    1    2   49   93  101  144  176    1    2   49   94  102  144  177     
   53   95    1    2   49   59   96   97  144    2   96   97  154   53   98     
    1    2   49   74   99  100  144    2   99  100  155   53  101   53  102     
    1    2   43   72  103  104  104  105  137    1    2   43  105  106    4     
   20  106    1    2  107  179    2  108  109  156    1    2  108  109  110     
    2  110  111   53  111    1    2   43   72  112  113  113  114  137    1     
    2   43   72  106  114    1    2   43   67  104  115    1    2  116  182     
  117  137  183    1    2  118  119  121    2  119  120   53  120    2  118     
  121  157    1    2   43   72  113  122    1    2   43  104  123  124    4     
   22  124    1    2   43  106  125    1    2   20   26   43  126    1    2     
   20   22   43  127    1    2   21   43  128    1    2   23   43  129    1     
    2   21   22   43  130    1    2   20   27   43  131    1    2   20   24     
   43  132    1    2   21   26   43  133    4    8   13   21   43   59   96     
  134  137    4    9   13   21   43   74   99  135  137    1    2   42   43     
  136  137  138    1    2    3    4    5    6    7    8    9   10   11   12     
   13   14   15   16   17   18   19   20   21   22   23   24   25   26   27     
   28   29   31   32   33   34   35   36   37   38   39   40   41   42   43     
   44   45   47   48   56   57   59   60   61   62   64   65   68   70   71     
   73   74   76   78   80   81   82   84   87   90   91   92   93   94   96     
   99  103  104  105  112  113  114  115  117  122  123  125  126  127  128     
  129  130  131  132  133  134  135  136  137  138  140  142  158  178  180     
  181  183   43  138  136  137  139    1    2    4   20   21   43   45   47     
   57  136  140  141    2   53  140  141   50  142   52  143   20   43  144     
  145  146  147  148  149  150  151  152  153  154  155  156  157   49  158     
   20   21   43  158  159   21   27   43   56  160   20   23   43   64  161     
   22   43  162   20   43  163   21   26   43  158  164   43   72  165   20     
   21   43  166   24   43  167   26  158  168   25   43  169   29   43  170     
   28   43  171   43   88  172   43   88  173   43  134  174  135  175   30     
   43  176   26   56  177  107  178   41   43  179  109  180  116  181   43     
  117  182  118  183                                                            
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 -1.856794974832D-09  1.144783933290D-10  1.190860003543D-07 -4.043289140002D-08
  6.134758538482D-08  2.882401728331D-09 -2.882401728331D-09  4.701102853922D-09
  5.438916710635D-08  2.074214768257D-09  4.409820290234D-10  2.310863880436D-10
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  1.847030008084D-01  0.0                -2.259574994278D-17 -5.574398606689D-08
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