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Openai·Machine Learning Engineer·Onsite - Coding / Algorithms·Senior

Senior
Jun 2026

Summary

Multi-part ML coding round at OpenAI for an MLE role, all centered on cleaning a human-annotation dataset. The problem built up in stages, each one asking for a more sophisticated filtering approach than the last. Solid problem if you've worked with noisy label pipelines before, rough if you haven't.

Questions Asked (4)

Q1

Given a dataset where each item has been labeled by multiple annotators, implement a majority-vote filter to remove low-quality annotations and return a cleaned dataset.

Algorithms & Data StructuresTechnical Trade-offs
Author's notes

This part felt manageable.

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AI HintsAI Generated

Suggested Approach

Start by clarifying the data format and the definition of 'low-quality annotations' (e.g., items with no majority or high disagreement). Then describe an algorithm that groups annotations by item, computes the majority label, and filters out items that don't meet a confidence threshold, while discussing trade-offs like handling ties and computational efficiency.

Pro tip: Demonstrate awareness of edge cases like ties and the impact of filtering on dataset size and bias; propose a configurable threshold or fallback strategy to show production readiness.

1. Clarify requirements and assumptions

Ask about the data structure (e.g., list of (item_id, annotator_id, label)), the definition of low-quality (e.g., no majority, below confidence threshold), and whether to remove entire items or just annotations.

2. Design the majority-vote algorithm

Propose grouping annotations by item_id, counting label frequencies, and selecting the label with the most votes. Discuss tie-breaking strategies (e.g., random, discard, or use a secondary metric).

3. Define filtering criteria

Specify a threshold for majority (e.g., >50% or a configurable ratio) to decide which items to keep. Consider also filtering out annotators with low agreement if relevant.

4. Implement efficiently

Use a hash map to aggregate votes in O(n) time, then iterate to filter. Discuss memory considerations for large datasets and potential parallelization.

5. Validate and discuss trade-offs

Mention how to validate the cleaned dataset (e.g., compare label distribution, measure inter-annotator agreement) and discuss trade-offs like data loss vs. quality, and potential bias introduced.

Key Points to Mention

  • Handling ties in majority voting (e.g., discard, random choice, or use weighted votes)
  • Configurable confidence threshold to define 'low-quality'
  • Time and space complexity: O(n) with hash maps
  • Impact on dataset size and potential bias from filtering
  • Alternative approaches like Dawid-Skene for probabilistic modeling
  • Scalability considerations for large datasets (e.g., streaming or distributed processing)

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.

Q2

Extend your solution to compute a per-annotator agreement rate against their peers, and use that to down-weight or exclude annotators who consistently disagree with the group.

Technical Trade-offsAlgorithms & Data Structures
Author's notes

This is where I started feeling the pressure.

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AI HintsAI Generated

Suggested Approach

Start by defining a pairwise agreement metric (e.g., Cohen's kappa or raw agreement) between each annotator and the rest of the group, then aggregate into a per-annotator score. Use this score to weight or filter annotations in downstream aggregation, and discuss trade-offs like bias-variance and fairness.

Pro tip: Emphasize that down-weighting should be dynamic and based on statistical significance, not just a fixed threshold, to avoid penalizing annotators who are correct but disagree with a biased majority.

1. Define agreement metric

Choose a pairwise agreement measure (e.g., Cohen's kappa, Fleiss' kappa, or raw agreement) that accounts for chance. Ensure it works for your annotation type (categorical, ordinal, etc.).

2. Compute per-annotator score

For each annotator, calculate their average agreement with all other annotators on overlapping items. This yields a peer-agreement score per annotator.

3. Determine weighting scheme

Decide how to map agreement scores to weights: e.g., linear scaling, threshold-based exclusion, or soft weighting via a sigmoid. Consider using confidence intervals to avoid penalizing annotators with few overlaps.

4. Integrate into aggregation

Apply weights when aggregating labels (e.g., weighted majority vote or weighted Dawid-Skene). Ensure the aggregation method supports weights and that the final labels reflect the down-weighting.

5. Evaluate and iterate

Measure impact on label quality using held-out gold data or downstream model performance. Monitor for bias and adjust the weighting scheme as needed.

Key Points to Mention

  • Choice of agreement metric and its assumptions (e.g., chance correction, handling of missing data).
  • Handling annotators with few overlapping items (use confidence intervals or smoothing).
  • Trade-off between excluding vs. down-weighting annotators (bias-variance, fairness).
  • Potential for adversarial or biased annotators to skew peer agreement.
  • Integration with existing aggregation methods (e.g., Dawid-Skene, MACE).
  • Evaluation metrics for the weighting scheme (e.g., inter-annotator agreement improvement, downstream model accuracy).

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.

Q3

Add confidence scores to the annotations and implement a confidence-weighted aggregation scheme to produce a cleaner final label per item.

Technical Trade-offsData Modeling
Author's notes

Weighting by confidence is conceptually clean but I spent too long second-guessing whether to normalize weights per item or globally.

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AI HintsAI Generated

Suggested Approach

Start by explaining how to collect confidence scores from annotators, then describe a weighted aggregation method that uses these scores to compute a final label. Emphasize the trade-offs between simplicity and accuracy, and how to validate the approach.

Pro tip: Mention that confidence scores should be calibrated (e.g., via temperature scaling) and that you'd use a held-out set to tune the weighting scheme, showing you think about real-world deployment.

1. Define confidence collection

Specify how annotators provide confidence scores (e.g., Likert scale, probabilities) and ensure consistency across annotators.

2. Choose aggregation method

Select a weighted aggregation scheme (e.g., weighted majority vote, weighted average of probabilities) that incorporates confidence scores.

3. Handle edge cases

Address low-confidence annotations, missing scores, and potential annotator bias by setting thresholds or using smoothing techniques.

4. Validate and iterate

Evaluate the aggregation on a validation set using metrics like accuracy or F1, and refine weights or method based on performance.

Key Points to Mention

  • Calibration of confidence scores to avoid over/under-confidence
  • Weighted majority voting vs. probabilistic aggregation (e.g., Dawid-Skene)
  • Impact of annotator reliability and bias on aggregation
  • Trade-off between model complexity and interpretability
  • Use of validation metrics to tune confidence weights
  • Scalability and computational cost for large datasets

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.

Q4

Design a method to identify and remove annotators whose disagreement with peers consistently exceeds some threshold across the full dataset, and explain how you'd set that threshold and handle edge cases like sparse annotators.

Technical Trade-offsAlgorithms & Data StructuresSystem Design
Author's notes

Hardest part of the whole thing.

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AI HintsAI Generated

Suggested Approach

Propose a quantitative framework that computes per-annotator disagreement scores (e.g., using pairwise agreement metrics like Cohen's kappa or Krippendorff's alpha) against a consensus or peer majority, then applies a threshold to flag and remove outliers. Discuss how to set the threshold via statistical methods (e.g., confidence intervals, percentile-based) and handle sparse annotators by incorporating uncertainty or using shrinkage estimators.

Pro tip: Emphasize that removal should be a last resort; consider weighting or re-training annotators first, and always validate the impact on data quality and model performance. Also, mention the importance of documenting the process for reproducibility and fairness.

1. Define disagreement metric

Choose a metric that quantifies an annotator's disagreement with peers across all items, such as average pairwise Cohen's kappa, Krippendorff's alpha, or a model-based approach like Dawid-Skene. Ensure it accounts for chance agreement and is robust to varying label distributions.

2. Compute per-annotator scores

For each annotator, calculate their disagreement score relative to the consensus (e.g., majority vote or probabilistic consensus) or to all other annotators. Use only items they annotated, but consider the reliability of the consensus on those items.

3. Set threshold with statistical rigor

Determine a threshold using methods like bootstrapping to estimate the distribution of scores under the null hypothesis of no systematic disagreement, or set it based on percentiles (e.g., bottom 5%) or confidence intervals. Consider the trade-off between removing bad annotators and retaining valuable ones.

4. Handle sparse annotators

For annotators with few annotations, their disagreement scores are noisy. Use shrinkage estimators (e.g., empirical Bayes) to pull scores toward the mean, or set a minimum annotation count below which no removal occurs. Alternatively, flag them for review rather than automatic removal.

5. Validate and iterate

After removal, re-evaluate data quality (e.g., inter-annotator agreement) and model performance. Consider simulating removals to assess impact. Iterate on threshold and method as needed, and document decisions.

Key Points to Mention

  • Use of chance-corrected agreement metrics (e.g., Cohen's kappa, Krippendorff's alpha) to avoid penalizing annotators who agree by chance.
  • Consideration of item difficulty and annotator bias; some annotators may disagree on ambiguous items, which is not necessarily bad.
  • Threshold setting via statistical methods like bootstrapping or confidence intervals, and the trade-off between precision and recall of bad annotator detection.
  • Handling sparse annotators with Bayesian shrinkage or minimum annotation thresholds to avoid false positives.
  • Alternative to removal: annotator weighting, re-training, or using probabilistic models that account for annotator reliability (e.g., Dawid-Skene).
  • Validation of removal impact on downstream model performance and data quality, and documentation for reproducibility.

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.