Temperature Drift

atmospheric · 37 views
atmosphericstochastic

What It Is

Slow room temperature with HVAC cycles. Very smooth, high Hurst, low bandwidth.

Interpretation

Standard analysis sees: long-range memory (persistent); strongly periodic; high-complexity (noise-like). The atlas additionally detects Nonstationarity:adf_pvalue. It sits beside ETH/BTC Ratio in the atlas (standard-bank rank 23) — a neighbor conventional features miss.

What standard analysis sees
tail heaviness0.21
asymmetry0.38
occupancy0.85
short-range corr0.82
long-range memory0.95
spectral colour0.48
periodicity0.94
complexity0.92
time-irreversibility0.67
volatility clustering0.79
multifractality0.50
dimensionality0.19
nonstationarity0.70
What the atlas adds
Nonstationarity:adf_pvalue+2.4z
unit-root nonstationarity (ADF cannot reject random-walk null)
Atlas-extreme metrics the standard bank can’t predict for this source
Hodge–Laplacian:solenoidal_fraction-2.3zbank-miss 1.4σ

Composition

dtypefloat64
range[20, 22.71]
unique values16384 / 16384
mean ± std21.5 ± 0.664

Render Gallery

Atlas Position

Nearest neighborDistance
Brownian Walk3.22cross-origin
ETH/BTC Ratio3.40cross-origin
Regime Switching3.51cross-origin

Open in Atlas →

Which Geometries Light Up

Catch24Catch24:DN_OutlierInclude_n_001_mdrmdrank 5/3070.2900
ChladniChladni:domain_ks_exponentialrank 1/3070.7925
ChladniChladni:plate_low_mode_fractionrank 4/3070.9942
ChladniChladni:captured_power_fractionrank 304/3070.0010
Fractal (Mandelbrot)Fractal (Mandelbrot):escape_time_variancerank 4/307910.2255
Hodge–LaplacianHodge–Laplacian:curl_div_ratiorank 305/307-0.9237
Hodge–LaplacianHodge–Laplacian:solenoidal_fractionrank 307/3070.2000
H² × ℝ (Thurston)H² × ℝ (Thurston):radial_temporal_memoryrank 5/3074.9407
MoiréMoiré:moire_dilation_entropyrank 4/3074.1689
MoiréMoiré:moire_integer_excessrank 303/307-0.2272
Navier-StokesNavier-Stokes:sl_fit_qualityrank 5/3070.9137
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