Dataset Viewer
Auto-converted to Parquet Duplicate
Search is not available for this dataset
game_id
int64
230k
1,000M
round_number
int64
1
299
tick
int64
0
0
pre_id
int64
0
62
post_id
int64
0
63
own_delta_w
float64
-6.65
5.21
neighbor_contribution
float64
-2.56
3.11
final_delta_w
float64
-6.95
7.37
amplification_factor
float64
-1,168,566.44
354k
3,362,944
195
0
18
22
0
0.029716
0.029716
0
3,362,944
195
0
10
5
-0.68969
0.008065
-0.681625
0.988307
3,362,944
195
0
10
18
0
0.008065
0.008065
0
3,362,944
195
0
17
35
0
0.015856
0.015856
0
3,362,944
195
0
23
27
0
-0.035608
-0.035608
0
3,362,944
195
0
48
49
0
-0.02229
-0.02229
0
3,362,944
195
0
49
50
-0.109234
-0.021186
-0.13042
1.193953
3,362,944
195
0
49
26
0
-0.044269
-0.044269
0
3,362,944
195
0
0
1
-0.130816
-0.024751
-0.155567
1.189208
3,362,944
195
0
0
2
-0.218238
-0.01782
-0.236058
1.081655
3,362,944
195
0
0
3
-0.187906
-0.019023
-0.206929
1.101235
3,362,944
195
0
4
5
-0.160366
0.011299
-0.149067
0.929544
3,362,944
195
0
6
3
0
0.008305
0.008305
0
3,362,944
195
0
9
11
0.127734
0.010006
0.13774
1.078334
3,362,944
195
0
9
12
0.077273
0.012006
0.089279
1.155375
3,362,944
195
0
11
12
0.099925
0.01496
0.114885
1.149713
3,362,944
195
0
11
14
0.101663
0.013387
0.11505
1.131683
3,362,944
195
0
12
14
0.136447
0.017908
0.154355
1.131244
3,362,944
195
0
14
17
0.130637
0.016226
0.146864
1.124208
3,362,944
195
0
17
19
-0.116311
0.023242
-0.093069
0.800173
3,362,944
195
0
28
29
-0.17198
-0.013056
-0.185037
1.075918
3,362,944
195
0
28
30
-0.176701
-0.012682
-0.189383
1.071771
3,362,944
195
0
28
31
0.097671
-0.023559
0.074112
0.758796
3,362,944
195
0
31
33
0.104867
-0.007585
0.097282
0.927668
3,362,944
195
0
37
38
0.127385
-0.004917
0.122468
0.961397
3,362,944
195
0
37
39
-0.182032
0.019614
-0.162418
0.89225
3,362,944
195
0
38
39
-0.190556
-0.009442
-0.199998
1.049548
3,362,944
195
0
38
40
-0.211723
-0.007763
-0.219486
1.036668
3,362,944
195
0
38
41
0.118107
-0.020838
0.097268
0.823563
3,362,944
195
0
17
0
0.120486
0.012994
0.13348
1.107844
3,362,944
195
0
23
17
0.088526
0.016972
0.105498
1.191712
3,362,944
195
0
28
1
-0.110447
-0.018059
-0.128506
1.163504
3,362,944
195
0
31
38
0.103966
-0.007458
0.096508
0.928265
3,362,944
195
0
38
14
0.100744
-0.02038
0.080365
0.79771
3,362,944
195
0
4
2
-0.590026
-0.04093
-0.630957
1.069371
3,362,944
195
0
4
14
-0.574085
-0.042067
-0.616152
1.073277
3,362,944
195
0
10
12
-0.439469
-0.051157
-0.490626
1.116406
3,362,944
195
0
10
1
-0.509908
-0.048646
-0.558553
1.095401
3,362,944
195
0
4
5
0
0.082595
0.082595
0
3,362,944
195
0
5
2
-0.499767
-0.094987
-0.594754
1.190062
3,362,944
195
0
10
14
0.760328
-0.005569
0.75476
0.992676
3,362,944
195
0
14
35
-0.402164
-0.196698
-0.598862
1.489098
3,362,944
195
0
14
17
-0.522413
-0.135103
-0.657517
1.258614
3,362,944
195
0
5
34
0.568286
-0.094987
0.473299
0.832854
3,362,944
195
0
10
17
-0.331629
-0.005569
-0.337197
1.016792
3,362,944
195
0
14
5
0.697212
-0.208418
0.488794
0.701069
3,362,944
195
0
6
7
-2.122603
0.410176
-1.712426
0.806758
3,362,944
195
0
6
10
1.033562
-0.194882
0.838679
0.811446
3,362,944
195
0
7
10
0
0.085409
0.085409
0
3,362,944
195
0
7
11
0
0.085409
0.085409
0
3,362,944
195
0
10
11
0.911393
-0.409052
0.502341
0.55118
3,362,944
195
0
10
12
-1.491029
0.017459
-1.473571
0.988291
3,362,944
195
0
10
14
-1.389958
-0.011944
-1.401902
1.008593
3,362,944
195
0
11
12
-1.213216
-0.324505
-1.537721
1.267475
3,362,944
195
0
11
15
-0.987097
-0.365453
-1.352551
1.370231
3,362,944
195
0
12
14
0
-0.020582
-0.020582
0
3,362,944
195
0
12
15
0
-0.020582
-0.020582
0
3,362,944
195
0
22
23
-1.380578
-0.24916
-1.629737
1.180475
3,362,944
195
0
22
24
-1.775788
-0.178997
-1.954784
1.100798
3,362,944
195
0
22
25
1.309403
-0.452859
0.856544
0.654148
3,362,944
195
0
22
1
-0.847098
-0.325242
-1.17234
1.383948
3,362,944
195
0
23
24
0
-0.023471
-0.023471
0
3,362,944
195
0
23
32
0
-0.023471
-0.023471
0
3,362,944
195
0
23
26
0
-0.023471
-0.023471
0
3,362,944
195
0
25
28
-1.509435
-0.154825
-1.66426
1.102571
3,362,944
195
0
25
29
-1.32062
-0.165998
-1.486618
1.125697
3,362,944
195
0
28
31
0
-0.019356
-0.019356
0
3,362,944
195
0
6
3
-1.239938
-0.194882
-1.43482
1.157171
3,362,944
195
0
6
20
-0.961918
-0.194882
-1.156801
1.202598
3,362,944
195
0
7
0
0
0.085409
0.085409
0
3,362,944
195
0
7
25
0
0.085409
0.085409
0
3,362,944
195
0
10
24
-0.922303
-0.011944
-0.934247
1.01295
3,362,944
195
0
12
24
0
-0.020582
-0.020582
0
3,362,944
195
0
15
31
0
-0.029099
-0.029099
0
3,362,944
195
0
1
2
0
-0.103804
-0.103804
0
3,362,944
195
0
1
3
-0.392909
-0.037997
-0.430906
1.096706
3,362,944
195
0
1
4
-0.266152
-0.048612
-0.314764
1.182647
3,362,944
195
0
1
5
-0.281356
-0.047763
-0.329119
1.16976
3,362,944
195
0
2
6
0
-0.038053
-0.038053
0
3,362,944
195
0
2
4
-0.16969
-0.009632
-0.179322
1.056761
3,362,944
195
0
2
5
-0.115014
-0.014211
-0.129225
1.123555
3,362,944
195
0
6
0
-0.237222
-0.05811
-0.295332
1.24496
3,362,944
195
0
6
8
-0.199224
-0.064474
-0.263698
1.323628
3,362,944
195
0
6
9
0
-0.081158
-0.081158
0
3,362,944
195
0
6
4
-0.443176
-0.056416
-0.499592
1.127299
3,362,944
195
0
10
31
0
-0.046206
-0.046206
0
3,362,944
195
0
10
12
0
-0.046206
-0.046206
0
3,362,944
195
0
10
13
0
-0.046206
-0.046206
0
3,362,944
195
0
11
9
0
-0.018874
-0.018874
0
3,362,944
195
0
11
13
0
-0.018874
-0.018874
0
3,362,944
195
0
11
15
0
-0.012582
-0.012582
0
3,362,944
195
0
12
13
0
-0.104495
-0.104495
0
3,362,944
195
0
12
15
0
-0.052248
-0.052248
0
3,362,944
195
0
12
16
0
-0.052248
-0.052248
0
3,362,944
195
0
13
14
-0.629932
-0.0308
-0.660731
1.048894
3,362,944
195
0
13
19
0
-0.136306
-0.136306
0
3,362,944
195
0
13
16
0
-0.136306
-0.136306
0
3,362,944
195
0
13
17
-0.551674
-0.105506
-0.657181
1.191248
3,362,944
195
0
15
16
0
-0.066648
-0.066648
0
3,362,944
195
0
15
40
0
-0.033324
-0.033324
0
End of preview. Expand in Data Studio

NeuraxonLife2.5-100K-DeepTimeSeries: Artificial Life Neuraxon Neural Network Simulation Deep Time Series Dataset (Passive Binary Exploration)

The Dataset is a companion suporting material for the upcoming paper: "The Neutral Buffer State: Trinary Logic Advantage in Branching Ratio Stability for Continuous-Time Networks" by David Vivancos & Dr José Sanchez

Dataset Description

The NeuraxonLife 2.5 Deep Time Series Dataset is a massive, comprehensive collection of simulation data from the Neuraxon Game of Life environment. It tracks the evolution of over 100,000 autonomous agents ("NxErs") evolving biologically-plausible neural networks under survival pressures.

This dataset represents a significant expansion over previous versions, featuring "Deep Time Series" exploration with over 279 million plasticity events and high-resolution per-agent time series data.

Also validatie the original Neuraxon 1.0 paper: 'A New Neural Growth & Computation Blueprint' by David Vivancos https://www.vivancos.com/ & Dr. Jose Sanchez https://josesanchezgarcia.com/ for Qubic Science. https://qubic.org/

Paper Reference: Neuraxon: A New Neural Growth & Computation Blueprint

Dataset Summary

This dataset provides granular insights into emergent neural computation in an artificial life setting. It covers 2,791 distinct simulation games involving complex neural phenomena.

Citation

@dataset{NeuraxonLife2.5-TimeSeriesPassiveBinary,
  title={Neuraxon Game of Life 2.5 Research Dataset: Deep Time Series Exploration Passive Binnary Exploration},
  author={Vivancos, David and Sanchez, Jose},
  year={2026},
  publisher={Hugging Face},
  version={2.5.0},
  url={https://huggingface.co/datasets/DavidVivancos/NeuraxonLife2.5PassiveBinary}
}

Authors & Curators

Downloads last month
6