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Principle:Snorkel team Snorkel Labeling Function Analysis

From Leeroopedia
Knowledge Sources
Domains Weak_Supervision, Data_Quality, Statistics
Last Updated 2026-02-14 20:00 GMT

Overview

A statistical analysis framework for evaluating the quality, coverage, overlap, and conflict patterns of labeling functions before training a label model.

Description

Labeling Function Analysis provides diagnostic statistics about LF behavior on a dataset. Before investing compute in training a label model, practitioners need to understand how their LFs are performing: which ones have high coverage, which ones agree or conflict with each other, and (if gold labels are available) which ones are empirically accurate.

Key metrics include:

  • Coverage: Fraction of data points labeled by an LF (non-abstain rate)
  • Overlap: Fraction of data points labeled by multiple LFs
  • Conflict: Fraction of data points where LFs disagree
  • Empirical accuracy: Agreement with gold labels on a development set
  • Polarity: The set of distinct labels an LF produces

These diagnostics are essential for iterative LF development: identifying LFs with low coverage, high conflict rates, or poor accuracy guides the refinement process.

Usage

Use this principle after applying labeling functions and before training a label model. Analyze LF quality to identify poorly performing LFs that should be modified or removed. Repeat analysis iteratively as you refine your LF set.

Theoretical Basis

Given label matrix Ln×m:

Coverage of LF j: coverage(λj)=|{i:Li,j1}|n

Overlap rate: overlap=|{i:|{j:Li,j1}|>1}|n

Conflict rate: conflict=|{i:j,k s.t. Li,jLi,k,Li,j1,Li,k1}|n

Empirical accuracy (with gold labels Y): acc(λj)=|{i:Li,j=Yi,Li,j1}||{i:Li,j1}|

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