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regimecpd

CI PyPI License: MIT

Regime-conditional change-point detection for machines whose operating context moves.

pip install regimecpd

The problem, in one paragraph

On a machine whose load varies, every measured channel varies with it. A haul truck climbing a ramp loaded shows rising strut pressure, rising fuel rate and rising temperatures all at once, and shows the reverse coming back empty. Run a change detector on those raw channels and it fires on the ramp. It has detected the hill, not a fault. So the pipeline is not "detect":

raw channels -> regime segmentation -> within-regime residual -> change point -> onset

What makes this package different from a bag of detectors

It is built to answer whether the regime stage is worth anything, rather than to assume it is.

  • Both arms, one detector. The identical detector runs on raw channels and on within-regime residuals. Residual.as_series() hands the detector the same type either way, so it has no way to behave differently between arms.
  • Thresholds are never chosen by the detector. Every method returns a continuous statistic. The calibration layer picks the threshold against a stated false-alarm budget, so two methods are always compared at the same operating point rather than at each one's favourite.
  • False alarms are counted the way an operator experiences them. Excursions, not samples above a line, and per unit of TIME rather than per sample.
  • Intervals are bootstrapped over units, not samples. Samples inside one machine are dependent; resampling them produces intervals that are far too narrow.
  • A negative result is a supported outcome. If conditioning on regime does not reduce the false-alarm rate on your data, the package reports that with the same intervals it would report a win with.

Nothing here is truck-specific. The reference validation runs on turbofan data, which is the evidence for that claim rather than an assertion of it.

Status

v0.09.000. The method ladder is complete, from Shewhart to conformal calibration. 290 tests, CI on Python 3.10 and 3.13.

tier methods
Classical Shewhart, CUSUM, EWMA, Page-Hinkley, Hotelling T-squared, SPE/Q, contribution plots
SOTA BOCPD, PELT, mSTAMP, ADWIN, KSWIN, isolation forest, one-class SVM, autoencoder (CUDA)
Beyond regime-conditional detection, split and adaptive conformal calibration

Not yet published to PyPI. The Trusted Publishing pending publisher has to be registered by a human before the first upload can succeed; until then, install from a git tag.

No controlled raw-against-residual comparison has been run yet. What is established is that each method behaves the way its source says it behaves, and that the two comparison arms are constructed so only one thing differs between them. The claim itself is measured by a consumer of this package, and it may come back negative.

See the CHANGELOG for what landed when, and the wiki for the theory. Nine defects found and fixed during the build are recorded there; most of them produced plausible numbers rather than errors.

Quick look

import numpy as np
import regimecpd as rc

# A detector's output is a continuous statistic, never a flag.
t = np.arange(1000.0)
statistic = np.abs(np.random.default_rng(0).normal(size=1000))
statistic[700:] += 3.0                      # something starts at t = 700

det = rc.Detection(t, statistic, method="demo")
faulty = rc.UnitOutcome(det, onset_t=700.0, unit_id="truck-01")
healthy = [rc.UnitOutcome(rc.Detection(t, np.abs(np.random.default_rng(i).normal(size=1000)), "demo"),
                          onset_t=None, unit_id=f"truck-{i:02d}") for i in range(2, 12)]
fleet = [faulty, *healthy]

# Pick the threshold from a stated budget rather than by eye.
th = rc.threshold_for_budget(fleet, target_rate=1e-3)
score = rc.score_fleet(fleet, th)
print(f"{score.per(730.0):.2f} false alarms per unit-month, "
      f"detected {score.n_detected}/{score.n_faulty} with median delay {score.median_delay}")

# Every reported number carries an interval, resampled over UNITS.
point, lo, hi = rc.bootstrap_ci(fleet, lambda o: rc.score_fleet(o, th).false_alarms_per_unit_time)
print(f"rate {point:.5f} (95% CI {lo:.5f} to {hi:.5f})")

Documentation

The docs/ wiki carries the theory, the equations, the primary references with real DOIs, and the honest limits of each method:

Licence

MIT. See LICENSE.

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