Periodic-Delay Bifurcation Monitor / results.json
Beats tuned baseline
1{
2 "math_check": {
3 "predictions": [
4 "Fixed tap ratios imply roots scale as 1/a because Phi(g,a*taps)=Phi(a*g,taps).",
5 "A true periodic/antiperiodic bifurcation has det(Phi-sigma I)=0 and margin s_min=0.",
6 "The sigma sign selects distinct modes; absence of a root is itself a negative result."
7 ],
8 "base_periodic_gain": 1.869158878505,
9 "base_antiperiodic_gain": null,
10 "periodic_margin_at_root": 2.9726491689180004e-13,
11 "antiperiodic_root_margin": null,
12 "antiperiodic_grid_min_gain": -1.3099999999999996,
13 "antiperiodic_grid_min_margin": 0.41783691467025125,
14 "scaling_rows": [
15 {
16 "tap_scale": 0.5,
17 "predicted_signed_gain": 3.73831775701,
18 "observed_signed_gain": 3.738317757009,
19 "relative_error": 2.6752378090565786e-13,
20 "method": "determinant_root"
21 },
22 {
23 "tap_scale": 1.0,
24 "predicted_signed_gain": 1.869158878505,
25 "observed_signed_gain": 1.869158878505,
26 "relative_error": 0.0,
27 "method": "determinant_root"
28 },
29 {
30 "tap_scale": 2.0,
31 "predicted_signed_gain": 0.9345794392525,
32 "observed_signed_gain": 0.934579439252,
33 "relative_error": 5.349287679472516e-13,
34 "method": "determinant_root"
35 }
36 ],
37 "periodic_roots": [
38 0.0,
39 1.869158878505
40 ],
41 "antiperiodic_roots": []
42 },
43 "training": {
44 "device": "cuda",
45 "results": {
46 "baseline": {
47 "task_mse": 0.5452180504798889,
48 "final_objective": 0.5452547669410706,
49 "gain": 0.8768672943115234,
50 "taps": [
51 0.6636684536933899,
52 -0.7438289523124695,
53 0.04511900246143341
54 ],
55 "periodic_margin": 0.052992343253856516,
56 "antiperiodic_margin": 0.6622874642097974
57 },
58 "idea": {
59 "task_mse": 0.2027808278799057,
60 "final_objective": 0.20314915478229523,
61 "gain": 0.4715888500213623,
62 "taps": [
63 -0.004393601790070534,
64 -0.0043095555156469345,
65 0.7834413647651672
66 ],
67 "periodic_margin": 0.6211438517797099,
68 "antiperiodic_margin": 0.9206322918109698
69 }
70 }
71 }
72}