input-file, 1-alpha, iprint, print_number, ten_number  = mbnetwork_falseidsND.txt_2.bin  0.15  10  100000  100
nodefile = FibrosisT4U20D20X10Main.txt_nodes
file of node names = FibrosisT4U20D20X10Main.txt_names
reading of nodefile finished: len = 54


****** => First try to read as binary data file 
****** => Reading of integer connection matrix
size = 40079   link_len = 292191  endlink_len = 5163
****** => Reading of binary data file finished
Computation of left and right eigenvectors of G_ss
max_iter = 398
max_iter = 398
max_iter = 398
    0        0.0238695344         545.0439914        0.01352386821778451       0.01217652921         0.9864761317822155
    0         0.813155558         14609.31258                          0                   0         0.9999999999994593
    0        0.8062514765          14527.7784        0.01352386821806777       0.01217652921         0.9864761317816556
   10     0.0001056934262         2.090989344        0.01537249435215426      0.001848626134         0.9846275056478457
   10      0.002441567756         38.33273866        0.01537249435213404      0.001848626134         0.9846275056476663
   10      0.002318690565          37.7590454                          0                   0         0.9999999999997122
   20     5.152889996e-06       0.09906387264        0.01540410394365543      3.16095915e-05         0.9845958960563446
   20     4.387381619e-05        0.6521024374        0.01540410394365844     3.160959152e-05         0.9845958960563646
   20     3.705170359e-05        0.5608863727                          0                   0          1.000000000000584
   30     7.848697223e-07       0.01484712043        0.01540433013405651     2.261904011e-07         0.9845956698659435
   30     4.053257868e-06       0.04719114624         0.0154043301341124      2.26190454e-07         0.9845956698654095
   30     2.379533663e-06       0.03029042765                          0                   0          1.000000000000373
   40     1.264395072e-07      0.002375476515        0.01540431943054321      1.07035133e-08         0.9845956805694568
   40     7.220228785e-07      0.007321561985        0.01540431943043056     1.070368184e-08         0.9845956805692154
   40     3.524138552e-07      0.003969876693                          0                   0           1.00000000000053
   50     1.897149771e-08     0.0003577908861        0.01540431119750796     8.233035254e-09          0.984595688802492
   50      1.18225783e-07      0.001021536842        0.01540431119748815     8.232942411e-09         0.9845956888016612
   50      4.92629662e-08     0.0004716277333                          0                   0         0.9999999999996412
   60     3.232129874e-09     6.142564299e-05        0.01540430925366731     1.943840644e-09         0.9845956907463327
   60     2.350299144e-08     0.0001899729002        0.01540430925373512     1.943753025e-09         0.9845956907462037
   60      8.50620896e-09     7.444495065e-05                          0                   0          1.000000000000046
   70      6.88072595e-10     1.330418118e-05        0.01540430825693473     9.967325854e-10         0.9845956917430653
   70     5.362936705e-09     3.924253204e-05        0.01540430825704253      9.96692593e-10         0.9845956917421442
   70     1.663992466e-09     1.260730673e-05                          0                   0         0.9999999999996675
   80     1.558496588e-10      3.02144488e-06        0.01540430807898541     1.779493219e-10         0.9845956919210146
   80     3.271828642e-10      2.62217597e-06                          0                   0         0.9999999999996146
   80     1.233207572e-09     9.469315315e-06        0.01540430807917324     1.778692957e-10         0.9845956919209911
   90     3.566295201e-11     6.917008857e-07        0.01540430803948423      3.95011801e-11         0.9845956919605158
   90     2.841179614e-10     2.059509957e-06        0.01540430803949687     3.967636462e-11         0.9845956919610919
   90     6.462370118e-11     4.820862357e-07                          0                   0          1.000000000000169
  100       8.1932645e-12     1.589345687e-07        0.01540430803042536     9.058864769e-12         0.9845956919695746
  100     6.534158427e-11     5.063297182e-07        0.01540430803046038     9.036492041e-12         0.9845956919696514
  100     1.266915098e-11     1.004927649e-07                          0                   0         0.9999999999999405
  110      1.87621529e-12     3.639870758e-08        0.01540430802833925     2.086109063e-12         0.9845956919716607
  120     4.318883656e-13     8.379766606e-09        0.01540430802785009     4.891642646e-13         0.9845956919721499
  110     2.502547231e-12     1.848088764e-08                          0                   0         0.9999999999999984
  110     1.401698217e-11     8.963651214e-08        0.01540430802837127     2.089104931e-12         0.9845956919707181
  130     1.055574293e-13     2.051254048e-09        0.01540430802773529     1.147970607e-13         0.9845956919722647
  120     4.955477684e-13     3.972965205e-09                          0                   0         0.9999999999999937
  120      3.47230286e-12      2.68038166e-08        0.01540430802790841      4.62864122e-13         0.9845956919720654
  140     2.203010427e-14     4.268073308e-10        0.01540430802771431     2.098321517e-14         0.9845956919722857
  130      7.94747267e-13     5.693803183e-09        0.01540430802779645     1.119555837e-13          0.984595691972171
  130     9.579830995e-14     7.054766574e-10                          0                   0         0.9999999999999893
  150     5.752326106e-15     1.119113318e-10        0.01540430802770665      7.66053887e-15         0.9845956919722934
  140     1.831248699e-13      1.44032578e-09        0.01540430802777101     2.544492395e-14         0.9845956919721975
  140     2.027470514e-14     1.715783292e-10                          0                   0          0.999999999999993
  160     1.216452391e-15     2.348930379e-11         0.0154043080277062     4.440892099e-16         0.9845956919722938
  150     4.109788783e-14      2.79472891e-10         0.0154043080277651     5.906733436e-15         0.9845956919722031
  150      3.92078507e-15     3.395443291e-11                          0                   0          0.999999999999992
  170     3.240582885e-16     6.308372615e-12        0.01540430802770543     7.771561172e-16         0.9845956919722946
  160     7.406125748e-16     9.443804981e-12                          0                   0         0.9999999999999916
  160     9.486905382e-15     7.434542883e-11        0.01540430802776383     1.268082861e-15         0.9845956919722051
  180     5.018161993e-17     9.642697263e-13        0.01540430802770543                   0         0.9845956919722946
  170     2.212696545e-15     1.858777929e-11        0.01540430802776352     3.122502257e-16         0.9845956919722058
  170     3.103020499e-16     5.632710537e-12                          0                   0          0.999999999999992
  190     1.374734473e-17     2.653858919e-13        0.01540430802770543                   0         0.9845956919722946
  180     4.964011176e-16     4.145810121e-12        0.01540430802776342     9.887923813e-17          0.984595691972206
  180     1.439464731e-16     1.993568354e-12                          0                   0          0.999999999999992
  200     5.746864437e-17     1.154432559e-12        0.01540430802770532     1.110223025e-16         0.9845956919722947
Convergence at i = 200  with lambda =        0.9845956919722947.
  190     5.958114454e-17     7.973275517e-13                          0                   0          0.999999999999992
  190     1.335737077e-16     1.241808287e-12         0.0154043080277634     1.908195824e-17         0.9845956919722061
  200     2.591582005e-17     1.725127842e-13         0.0154043080277634     5.204170428e-18         0.9845956919722061
  200        1.022445e-16     1.540293594e-12                          0                   0          0.999999999999992
Convergence at i = 200  with lambda =                         1.
  210     1.516273679e-16     3.180683788e-12         0.0154043080277634                   0         0.9845956919722062
Convergence at i = 210  with lambda =        0.9845956919722366.
dlambda =       0.0154043080277634   diff = 5.80837e-14
TEST: psi_left^T * psi_right =          1.000000000000044
---->  psiR, psiL:             0.524 sec (cpu)         0.1845 sec (real)          2.840 (ratio)
    0  Measure2:               0.934 sec (cpu)         0.2503 sec (real)          3.732 (ratio)
    0    220                   0      3.83604968e-19
    0  Measure3:               0.012 sec (cpu)         0.0028 sec (real)          4.286 (ratio)
    1  Measure2:               1.026 sec (cpu)         0.2739 sec (real)          3.746 (ratio)
    1    242                   0       1.4483868e-20
    3  Measure2:               1.037 sec (cpu)         0.2767 sec (real)          3.748 (ratio)
    3    229                   0     1.271029279e-19
    1  Measure3:               0.014 sec (cpu)         0.0038 sec (real)          3.684 (ratio)
    3  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
    2  Measure2:               1.103 sec (cpu)         0.2937 sec (real)          3.756 (ratio)
    2    228                   0     1.460409303e-19
    2  Measure3:               0.015 sec (cpu)         0.0037 sec (real)          4.054 (ratio)
    4  Measure2:               0.939 sec (cpu)         0.2521 sec (real)          3.725 (ratio)
    4    225                   0     2.267694597e-19
    4  Measure3:               0.011 sec (cpu)         0.0028 sec (real)          3.929 (ratio)
    5  Measure2:               0.942 sec (cpu)         0.2555 sec (real)          3.687 (ratio)
    5    229                   0     9.832352011e-20
    5  Measure3:               0.012 sec (cpu)         0.0029 sec (real)          4.138 (ratio)
    6  Measure2:               1.044 sec (cpu)         0.2823 sec (real)          3.698 (ratio)
    6    235                   0     1.761735483e-20
    6  Measure3:               0.008 sec (cpu)         0.0030 sec (real)          2.667 (ratio)
    7  Measure2:               1.139 sec (cpu)         0.3101 sec (real)          3.673 (ratio)
    7    224                   0     2.699680424e-19
    7  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
    8  Measure2:               1.029 sec (cpu)         0.2777 sec (real)          3.705 (ratio)
    8    233                   0      6.43148983e-20
    8  Measure3:               0.012 sec (cpu)         0.0029 sec (real)          4.138 (ratio)
    9  Measure2:               1.071 sec (cpu)         0.2863 sec (real)          3.741 (ratio)
    9    254                   0     2.094631864e-21
    9  Measure3:               0.012 sec (cpu)         0.0029 sec (real)          4.138 (ratio)
   10  Measure2:               1.049 sec (cpu)         0.2786 sec (real)          3.765 (ratio)
   10    232                   0     8.446730243e-20
   10  Measure3:               0.015 sec (cpu)         0.0042 sec (real)          3.571 (ratio)
   11  Measure2:               1.146 sec (cpu)         0.3014 sec (real)          3.802 (ratio)
   11    235                   0     4.929183312e-20
   11  Measure3:               0.011 sec (cpu)         0.0028 sec (real)          3.929 (ratio)
   12  Measure2:               0.983 sec (cpu)         0.2594 sec (real)          3.790 (ratio)
   12    231                   0     7.256536847e-20
   12  Measure3:               0.009 sec (cpu)         0.0028 sec (real)          3.214 (ratio)
   13  Measure2:               0.978 sec (cpu)         0.2588 sec (real)          3.779 (ratio)
   13    231                   0      7.76258182e-20
   13  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
   14  Measure2:               1.043 sec (cpu)         0.2749 sec (real)          3.794 (ratio)
   14    231                   0     8.897527896e-20
   14  Measure3:               0.012 sec (cpu)         0.0029 sec (real)          4.138 (ratio)
   15  Measure2:               1.129 sec (cpu)         0.2964 sec (real)          3.809 (ratio)
   15    231                   0     9.814866645e-20
   15  Measure3:               0.012 sec (cpu)         0.0029 sec (real)          4.138 (ratio)
   16  Measure2:               1.012 sec (cpu)         0.2660 sec (real)          3.805 (ratio)
   16    236                   0     2.266358665e-20
   16  Measure3:               0.011 sec (cpu)         0.0028 sec (real)          3.929 (ratio)
   17  Measure2:               0.999 sec (cpu)         0.2632 sec (real)          3.796 (ratio)
   17    233                   0     6.719384112e-20
   17  Measure3:               0.011 sec (cpu)         0.0028 sec (real)          3.929 (ratio)
   18  Measure2:               1.036 sec (cpu)         0.2734 sec (real)          3.789 (ratio)
   18    228                   0     1.386055095e-19
   18  Measure3:               0.012 sec (cpu)         0.0028 sec (real)          4.286 (ratio)
   19  Measure2:               1.166 sec (cpu)         0.3066 sec (real)          3.803 (ratio)
   19    241                   0     1.781413696e-20
   19  Measure3:               0.010 sec (cpu)         0.0028 sec (real)          3.571 (ratio)
   20  Measure2:               0.985 sec (cpu)         0.2598 sec (real)          3.791 (ratio)
   20    234                   0     5.514488403e-20
   20  Measure3:               0.008 sec (cpu)         0.0025 sec (real)          3.200 (ratio)
   21  Measure2:               0.973 sec (cpu)         0.2574 sec (real)          3.780 (ratio)
   21    231                   0     6.590972875e-20
   21  Measure3:               0.012 sec (cpu)         0.0029 sec (real)          4.138 (ratio)
   22  Measure2:               1.047 sec (cpu)         0.2752 sec (real)          3.805 (ratio)
   22    229                   0     1.083843121e-19
   22  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
   24  Measure2:               0.954 sec (cpu)         0.2508 sec (real)          3.804 (ratio)
   24    224                   0     2.037461477e-19
   24  Measure3:               0.010 sec (cpu)         0.0037 sec (real)          2.703 (ratio)
   23  Measure2:               1.293 sec (cpu)         0.3476 sec (real)          3.720 (ratio)
   23    249                   0     4.645255859e-21
   23  Measure3:               0.012 sec (cpu)         0.0029 sec (real)          4.138 (ratio)
   25  Measure2:               0.997 sec (cpu)         0.2635 sec (real)          3.784 (ratio)
   25    236                   0     2.593647059e-20
   25  Measure3:               0.011 sec (cpu)         0.0028 sec (real)          3.929 (ratio)
   26  Measure2:               1.117 sec (cpu)         0.2942 sec (real)          3.797 (ratio)
   26    243                   0     7.750872985e-21
   26  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
   27  Measure2:               0.953 sec (cpu)         0.2560 sec (real)          3.723 (ratio)
   27    229                   0     1.043537932e-19
   27  Measure3:               0.010 sec (cpu)         0.0027 sec (real)          3.704 (ratio)
   29  Measure2:               0.937 sec (cpu)         0.2530 sec (real)          3.704 (ratio)
   29    226                   0      2.09636774e-19
   29  Measure3:               0.011 sec (cpu)         0.0028 sec (real)          3.929 (ratio)
   28  Measure2:               1.273 sec (cpu)         0.3386 sec (real)          3.760 (ratio)
   28    250                   0     2.318439102e-21
   28  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
   30  Measure2:               1.064 sec (cpu)         0.2858 sec (real)          3.723 (ratio)
   30    239                   0     2.311962146e-20
   30  Measure3:               0.012 sec (cpu)         0.0029 sec (real)          4.138 (ratio)
   31  Measure2:               1.087 sec (cpu)         0.2874 sec (real)          3.782 (ratio)
   31    257                   0     1.301614657e-21
   31  Measure3:               0.010 sec (cpu)         0.0026 sec (real)          3.846 (ratio)
   32  Measure2:               0.955 sec (cpu)         0.2523 sec (real)          3.785 (ratio)
   32    226                   0     2.084771873e-19
   32  Measure3:               0.010 sec (cpu)         0.0027 sec (real)          3.704 (ratio)
   33  Measure2:               1.068 sec (cpu)         0.2821 sec (real)          3.786 (ratio)
   33    219                   0     5.793362411e-19
   33  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
   34  Measure2:               1.110 sec (cpu)         0.2936 sec (real)          3.781 (ratio)
   34    244                   0     1.078058667e-20
   34  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
   36  Measure2:               0.981 sec (cpu)         0.2585 sec (real)          3.795 (ratio)
   36    231                   0     9.161305058e-20
   35  Measure2:               0.999 sec (cpu)         0.2638 sec (real)          3.787 (ratio)
   35    235                   0     1.761735483e-20
   35  Measure3:               0.007 sec (cpu)         0.0024 sec (real)          2.917 (ratio)
   36  Measure3:               0.007 sec (cpu)         0.0025 sec (real)          2.800 (ratio)
   37  Measure2:               1.129 sec (cpu)         0.2978 sec (real)          3.791 (ratio)
   37    232                   0     5.905774449e-20
   37  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
   38  Measure2:               1.080 sec (cpu)         0.2847 sec (real)          3.793 (ratio)
   38    238                   0     2.767540196e-20
   38  Measure3:               0.012 sec (cpu)         0.0028 sec (real)          4.286 (ratio)
   40  Measure2:               1.002 sec (cpu)         0.2641 sec (real)          3.794 (ratio)
   40    235                   0     1.761735483e-20
   39  Measure2:               1.009 sec (cpu)         0.2661 sec (real)          3.792 (ratio)
   39    237                   0      3.32006522e-20
   40  Measure3:               0.007 sec (cpu)         0.0026 sec (real)          2.692 (ratio)
   39  Measure3:               0.004 sec (cpu)         0.0024 sec (real)          1.667 (ratio)
   41  Measure2:               1.120 sec (cpu)         0.2949 sec (real)          3.798 (ratio)
   41    230                   0     1.138662377e-19
   41  Measure3:               0.012 sec (cpu)         0.0028 sec (real)          4.286 (ratio)
   42  Measure2:               1.075 sec (cpu)         0.2838 sec (real)          3.788 (ratio)
   42    237                   0     2.419525627e-20
   42  Measure3:               0.008 sec (cpu)         0.0027 sec (real)          2.963 (ratio)
   43  Measure2:               0.931 sec (cpu)         0.2440 sec (real)          3.816 (ratio)
   43    217                   0     9.503891942e-19
   43  Measure3:               0.011 sec (cpu)         0.0028 sec (real)          3.929 (ratio)
   44  Measure2:               1.034 sec (cpu)         0.2725 sec (real)          3.794 (ratio)
   44    243                   0     1.219869423e-20
   44  Measure3:               0.011 sec (cpu)         0.0028 sec (real)          3.929 (ratio)
   45  Measure2:               1.137 sec (cpu)         0.3001 sec (real)          3.789 (ratio)
   45    234                   0     5.523425466e-20
   45  Measure3:               0.011 sec (cpu)         0.0030 sec (real)          3.667 (ratio)
   46  Measure2:               1.101 sec (cpu)         0.2905 sec (real)          3.790 (ratio)
   46    242                   0     1.252409039e-20
   47  Measure2:               1.011 sec (cpu)         0.2626 sec (real)          3.850 (ratio)
   47    232                   0     7.563676944e-20
   46  Measure3:               0.017 sec (cpu)         0.0044 sec (real)          3.864 (ratio)
   47  Measure3:               0.009 sec (cpu)         0.0027 sec (real)          3.333 (ratio)
   48  Measure2:               1.044 sec (cpu)         0.2726 sec (real)          3.830 (ratio)
   48    241                   0     1.633392366e-20
   48  Measure3:               0.008 sec (cpu)         0.0027 sec (real)          2.963 (ratio)
   50  Measure2:               1.041 sec (cpu)         0.2789 sec (real)          3.733 (ratio)
   50    233                   0     6.499152581e-20
   51  Measure2:               1.053 sec (cpu)         0.2820 sec (real)          3.734 (ratio)
   51    252                   0      2.98718656e-21
   50  Measure3:               0.014 sec (cpu)         0.0037 sec (real)          3.784 (ratio)
   51  Measure3:               0.011 sec (cpu)         0.0029 sec (real)          3.793 (ratio)
   49  Measure2:               1.236 sec (cpu)         0.3333 sec (real)          3.708 (ratio)
   49    247                   0     6.494161295e-21
   49  Measure3:               0.008 sec (cpu)         0.0027 sec (real)          2.963 (ratio)
   52  Measure2:               0.990 sec (cpu)         0.2663 sec (real)          3.718 (ratio)
   52    237                   0     3.245219099e-20
   52  Measure3:               0.006 sec (cpu)         0.0024 sec (real)          2.500 (ratio)
   53  Measure2:               0.267 sec (cpu)         0.2136 sec (real)          1.250 (ratio)
   53    236                   0     3.915001689e-20
   53  Measure3:               0.002 sec (cpu)         0.0022 sec (real)          0.909 (ratio)
GR sparse:             14.826 sec (cpu)         4.1244 sec (real)          3.595 (ratio)
max_iter = 100000
    0         1.613796192         46.19984027           1.00000000000031
   10     3.514956338e-13     9.488534174e-12          1.000000000003824
   20     3.514391469e-13     9.486542953e-12          1.000000000007338
Convergence at i = 20.
max_iter = 100000
    0         1.507780957         43.86522812                          1
   10     1.485711501e-05     0.0004011964837         0.9999999999999998
   20     1.843559319e-11      6.58632251e-10         0.9999999999999996
   30     1.253879812e-16     4.604863195e-15         0.9999999999999997
Convergence at i = 30.
diffmax =    6.903942438317177e-15
GR is a Google matrix
