Conformal coverage guarantees for any reward function — wrap a Python callable with provable (1-α) coverage in 5 lines.
Project description
vlabs-calibrate
Conformal coverage guarantees for any reward function. Five lines of Python.
vlabs-calibrate wraps any Python reward callable with a split-conformal
prediction interval providing marginal (1 − α) coverage under
exchangeability. Drop-in replacement for your reward function — get
calibrated intervals plus a verified-coverage flag instead of a bare scalar.
The math is the split-conformal procedure of Lei et al. (2018).
The pitch: every RL training run today ships uncalibrated rewards.
vlabs-calibrate is the first piece of infrastructure to fix that.
0.1.0a1 — alpha. Public surface is stable for the documented use cases (continuous and binary reward functions). API may evolve in 0.2.0 once we add per-feature Mondrian conformal and exchangeability diagnostics.
Install
pip install vlabs-calibrate
Python >=3.10, single core dependency: numpy.
For development inside this monorepo:
pip install -e packages/vlabs-calibrate
Quickstart
import numpy as np
import vlabs_calibrate as vc
# Your reward function — could be anything; signature is open.
def my_reward(*, prompt: str, completion: str, ground_truth: str) -> float:
return float(completion.strip() == ground_truth.strip())
# Synthesise a calibration set: noisy reference labels + per-trace sigma.
rng = np.random.default_rng(0)
traces = []
for i in range(200):
completion = "4" if rng.random() < 0.8 else "5"
sigma = 0.2
reward = my_reward(prompt="2+2?", completion=completion, ground_truth="4")
reference = float(np.clip(reward + sigma * rng.standard_normal(), 0.0, 1.0))
traces.append({
"prompt": "2+2?",
"completion": completion,
"ground_truth": "4",
"reference_reward": reference,
"uncertainty": sigma,
})
# Calibrate — one line.
calibrated = vc.calibrate(my_reward, traces, alpha=0.1)
# Use anywhere — drop-in replacement for `my_reward`.
result = calibrated(prompt="2+2?", completion="4", ground_truth="4", sigma=0.2)
print(result.reward, result.interval, result.target_coverage)
# → 1.0 (lo, hi) 0.9
Public surface
| name | kind | purpose |
|---|---|---|
calibrate(fn, traces, *, alpha=0.1, ...) |
function | builds a calibrated wrapper |
CalibratedRewardFn |
dataclass / callable | __call__ returns CalibrationResult; has .evaluate() |
CalibrationResult |
frozen dataclass | .reward, .interval, .sigma, .quantile, .alpha, .covered |
CoverageReport |
frozen dataclass | aggregate diagnostics from evaluate() |
Trace |
TypedDict | shape spec for calibration entries |
vc.core |
submodule | low-level conformal primitives |
vc.nonconformity |
submodule | built-in non-conformity scores + registry |
vc.__version__ |
str | package version |
Built-in non-conformity scores
| name | formula | when to use |
|---|---|---|
scaled_residual (default) |
|reward − reference| / max(σ, eps) |
continuous reward + per-sample σ |
abs_residual |
|reward − reference| |
continuous reward, no σ |
binary |
0.0 if reward == reference else 1.0 |
0/1 reward; see caveat below |
Binary reward caveat. For 0/1 rewards the standard split-conformal guarantee is degenerate: the (1 − α) quantile is either 0 or 1, producing a trivial covered or
[0, 1]interval. For binary tasks consider Mondrian / class-conditional conformal (Vovk & Gammerman) — planned for 0.2.0.
Coverage validation
tests/test_coverage_validation.py calibrates on n_train = 500 traces
(α = 0.1) and evaluates on a held-out n_test = 2000 set across five
synthetic distributions chosen to stress the wrapper. Empirical coverages
on a fixed seed (reproducible by running the test):
| distribution | n_train | n_test | target | empirical | quantile | width (median) | tolerance | pass |
|---|---|---|---|---|---|---|---|---|
gaussian |
500 | 2000 | 0.90 | 0.9150 | 1.6717 | 1.6717 | ±0.05 | yes |
heavy_tail_t3 |
500 | 2000 | 0.90 | 0.9035 | 2.2679 | 2.2679 | ±0.05 | yes |
bimodal |
500 | 2000 | 0.90 | 0.8960 | 2.3959 | 2.3959 | ±0.05 | yes |
sparse |
500 | 2000 | 0.90 | 0.9015 | 4.5035 | 4.5035 | ±0.05 | yes |
structured_misspecified |
500 | 2000 | 0.90 | 0.9120 | 2.6346 | 2.6346 | ±0.07 | yes |
The structured-misspecified case uses a 7pp tolerance because the true σ is 2× the reported σ on half the traces — split-conformal still gives marginal coverage under exchangeability, but finite-sample variance is slightly larger than the well-specified cases.
Demos
Three self-contained example scripts under examples/calibrate/:
01_humaneval_passfail.py— binary 0/1 reward (HumanEval-style cheap proxy vs gold tests). Shows both regimes: the proxy is "verified" against gold (interval collapses to a point) and the degenerate[0, 1]regime when the proxy disagrees too often.02_math_exact_match.py— judge-graded exact match with per-trace confidence as σ.03_gsm8k_step_validity.py— continuous step-validity reward in[0, 1]with ensemble disagreement as σ. Best illustration of how interval width tracks σ smoothly across a test set.
Each demo synthesises its data inline (no external dataset downloads) so you can copy a snippet straight into your own pipeline.
Tests
pip install -e "packages/vlabs-calibrate[dev]"
pytest packages/vlabs-calibrate/tests/
The new package's tests are not yet wired into the repo-root pytest run;
that is intentional for 0.1.0a1 (Phase 15.B will add the path to root
pyproject.toml and CI in a separate, scoped change).
License
Apache-2.0 — see LICENSE.
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