Classic 2D chaotic map --- the strange attractor has fractal cross-sections and correlation dimension ~1.25, a benchmark for testing dimension estimators
Standard analysis sees: left-skewed; anti-correlated (alternating); anti-persistent; blue spectrum (high-frequency power); time-irreversible (slow rise, sharp collapse). The atlas additionally detects deterministic chaos.
Möbius-S³:spinorial_asymmetry | +6.2z | bank-miss 2.7σ |
Nonstationarity:change_quantiles_low | +5.2z | bank-miss 2.3σ |








_(centered)/signed_log_z/Henon_Map.png)
_(centered)/xy_path/Henon_Map.png)

/barcode/Henon_Map.png)
/d_curve/Henon_Map.png)








/phi_spectrum/Henon_Map.png)










/default/Henon_Map.png)
/default/Henon_Map.png)


| Nearest neighbor | Distance | |
|---|---|---|
| Henon Near-Crisis (a=1.2) | 3.30 | |
| Logistic r=3.9 (Near-Full Chaos) | 3.61 | |
| Uniform Chaos (Logistic Scramble) | 3.92 |
Attractor Reconstruction › Attractor Reconstruction:lyapunov_max | rank 5/298 | 0.3976 |
Catch24 › Catch24:CO_trev_1_num | rank 295/298 | -2.9043 |
Möbius-S³ › Möbius-S³:spinorial_asymmetry | rank 1/298 | 0.3254 |
Nonstationarity › Nonstationarity:change_quantiles_low | rank 1/298 | 0.1748 |