alpha=0.995 temp=0.1 gamma=2.99
Initialization ...
Here is the filename: graph.txt
grab
assigned 0 to A7b
assigned 1 to A11
assigned 2 to A12
assigned 3 to A2
assigned 4 to A23
assigned 5 to A24
assigned 6 to A3
assigned 7 to A35
assigned 8 to A4
assigned 9 to A45
assigned 10 to A46
assigned 11 to A5
assigned 12 to A6
assigned 13 to A7a
assigned 14 to A9
assigned 15 to DP
assigned 16 to ER
assigned 17 to FEF
assigned 18 to IG
assigned 19 to LIP
assigned 20 to R1
assigned 21 to S2
assigned 22 to STPa
assigned 23 to STPp
assigned 24 to TF
assigned 25 to TGV
assigned 26 to TH
assigned 27 to TPT
assigned 28 to A1
assigned 29 to A3a
assigned 30 to A3b
assigned 31 to AITd
assigned 32 to AITv
assigned 33 to A10
assigned 34 to A13
assigned 35 to TGD
assigned 36 to TS1
assigned 37 to SMA
assigned 38 to A32
assigned 39 to PAAL
assigned 40 to TS3
assigned 41 to A25
assigned 42 to CITd
assigned 43 to CITv
assigned 44 to G
assigned 45 to ID
assigned 46 to TS2
assigned 47 to MT
assigned 48 to PITd
assigned 49 to PITv
assigned 50 to V4
assigned 51 to FST
assigned 52 to MSTd
assigned 53 to PIP
assigned 54 to PO
assigned 55 to VIP
assigned 56 to MSTl
assigned 57 to V3a
assigned 58 to V3
assigned 59 to VP
assigned 60 to PAAC
assigned 61 to PROA
assigned 62 to REIT
assigned 63 to PAL
assigned 64 to A14
assigned 65 to KA
assigned 66 to PAAR
assigned 67 to V1
assigned 68 to V2
assigned 69 to V4t
assigned 70 to VOT
N = 71
gamma = 2.99
avg_kp = 2.0101
T = 0.1
idum = 25062025
q = 1
num avg = 20
grid size multiplier coefficient = 1
A. Extract GCC of the network
Saving temporary largest connected component to: ./1750892759_graph.txt_tmp_gcc.net
save temp 
 ctr = 71
grab
num_nodes
grab
B. Infer all model parameters except gamma, T and q
********** ERROR **********
Model parameter inference failed: bisection solver failed to find a solution for kp_max parameter!
Try tweaking 'xleft' and 'xright' parameters in 'network.cpp'.
NOTE: the underlying model assumes the network has a heavy-tailed distribution with the tail exponent gamma. Solver may fail to converge if it is not the case.
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