arXiv paper· machine learning (active feature acquisition)· method paper

Learning Source Acquisition Policies by Offline Planning

Ziqi Zhao, Run Xu, Qingjian Ni

cs.LG

Quick verdict

O-MPAC distills finite-horizon risk-cost targets into a source-acquisition scorer; rigorous mechanism analysis, but real-task gains are mostly small.

Summary

The paper proposes O-MPAC, a method for budgeted active feature acquisition in which an external schema defines feature-group sources with costs. An offline teacher evaluates finite-horizon (one- or two-step) risk-cost backups on complete training records using a fixed predictor, producing per-source advantage targets relative to stopping. A shared source-action scorer, trained on partial observations and source metadata, imitates these value, ranking, and optionally action targets, then re-scores all affordable sources after every query under a hard cost mask. The analysis covers action-target decomposition, permutation-invariant uniform supervision over tied minima, and exact routing-target gaps. In CUBE-NM routing controls, uniform tie supervision reaches 0.965 accuracy under both original and context-last source orders, whereas first-index action labels collapse to 0.295 when context moves last; matching the remaining horizon separates useful from redundant final queries. On six real tabular tasks with five seeded splits, validation selects the H1 noCE configuration in all thirty splits, and O-MPAC attains the highest mean budget-integrated accuracy (nAUPC) on five of six tasks against adapted GDFS, DIME, AACO+NN and a static policy (0.760 versus 0.735-0.746); fourteen of twenty-four paired comparisons pass BH correction, five pass Bonferroni. Limitations include small real-task margins, H2 never selected on real data, a weak centroid-based teacher, synthetic costs, and no stated code release.

Review complete

Assessment at a glance

machine learning (active feature acquisition)

5

risk flags identified

● high 0

● medium 3

● low 2

Reproducibility readinessmedium
Code & data availablenot stated
Review confidencehigh
AI text signal0/20 passages flagged
Deep research viableCode-reproducible

4 strengths · 4 weaknesses · 5 author questions

AI text signal = Binoculars zero-shot detector score over 20 sampled passages (Fast-DetectGPT co-reported) — absence does not prove human authorship, and a flag does not imply misconduct.

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Key claims under review

  • Finite-horizon risk-cost targets computed by an offline teacher on complete records can be transferred into a shared source-action scorer that makes budgeted source-acquisition decisions online.
  • Uniform supervision over tied target minima is invariant to source relabeling (Proposition 2) and preserves context-first routing under source-order changes (0.965 vs 0.295 with first-index labels).
  • The teacher's cost penalty and remaining horizon jointly determine whether informative and redundant queries are separated (Propositions 1-2; matched-horizon control).
  • On six real tasks, validation always selects H1 noCE and O-MPAC attains the highest mean nAUPC on five of six tasks against adapted GDFS, DIME, AACO+NN and a static policy.

Strengths

  • Tightly coupled theory-experiment loop

    Propositions 1-2 quantify the routing teacher exactly (cost margin λcκ=0.01818 at λc=0.1; final-step gap 1−ρ=0.97), and the Appendix B controls reproduce the predicted behavior: fixed-H2 with zero cost gives 0.294 while matched remaining horizon gives 0.964 (Table 5).

  • Controlled supervision ablations

    The twelve CUBE-NM conditions hold records, sampled states and network capacity fixed while varying tie rule, source order, remaining horizon and loss terms (Table 5), isolating why first-index labels collapse to 0.295 under context-last while uniform tie supervision holds 0.965 in both orders.

  • Above-average statistical transparency

  • Fair comparison protocol

Weaknesses

  • Thin real-task margins

  • The planning horizon is never validated on real data

  • Weak teacher and degenerate predictor on some tasks

  • Synthetic cost model and no stated artifact release

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Scope & Claims

O-MPAC (arXiv 2609.14299) targets budgeted active feature acquisition where an external schema defines feature-group sources with costs. The pipeline: (1) an offline teacher computes finite-horizon (H=1 or 2) hard-min risk-cost backups (Eqs. 3-5) on complete training records using a fixed predictor's zero-one loss; (2) a shared source-action scorer (Eq. 6), trained on partial observations and source metadata, regresses advantages, matches listwise ranking targets (Eq. 8), and optionally imitates the argmin action; (3) at inference, scores are recomputed after every query under a hard cost mask (Eq. 1). Central claims: uniform supervision over tied minima is relabeling-invariant (Prop. 2) and fixes the order-dependence of first-index labels; remaining-horizon matching separates informative from redundant final queries; and O-MPAC beats source-adapted GDFS, DIME, AACO+NN and a static policy on five of six real tasks.

The remaining sections cover Methodology Assessment, Statistical Evidence, Results & Reproducibility, Limitations & Risks, and Verdict & Recommendations.

  • All 4 strengths & 4 weaknesses, analyzed in detail
  • 5 risk flags with severity, section & reviewer questions
  • Methods & statistical evidence assessment
  • 5 questions a peer reviewer would ask
  • Full six-dimension evaluation report & recommendations

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Frequently asked questions

What is O-MPAC?

O-MPAC is a method for budgeted active feature acquisition: an offline teacher computes one- or two-step risk-cost planning targets on complete training records, and a neural scorer trained on partial observations predicts which feature-group sources are worth buying, re-scoring after each query and enforcing a hard cost budget.

How does O-MPAC differ from greedy feature acquisition?

Its teacher can evaluate two-step continuations, so a context source can gain value through the query it enables. In practice, however, validation always selected the one-step (H1) configuration on six real datasets; the two-step planning benefit was demonstrated on a synthetic context-routing task where it was essential.

What results does the paper report on real data?

On six public tabular datasets (ACTG, Bank, Diabetes, FICO, MiniBooNE, PhysioNet) with five seeded splits, O-MPAC achieved the highest mean budget-integrated accuracy (nAUPC) on five of six tasks versus adapted GDFS, DIME, AACO+NN and a static policy (mean 0.760 vs 0.735-0.746), with most per-task margins small.

Is code available for O-MPAC?

The reviewed text contains no code or repository link. Appendices provide unusually detailed hyperparameters, split sizes and seeds, so reimplementation is possible, but no official artifact release is stated.

About this review

This is an AI-generated preliminary review by Evolve.Pub, produced from the openly available text of the paper. It is not peer review and does not represent the authors' views. The canonical record of the paper is at the publisher link above.

  • Figures (1-10) cannot be analyzed from the extracted text; only captions and partial axis labels are present.
  • The extraction is complete through the appendices, but the retained benchmark (Tables 16, 24) and held-out confirmation (Table 1) use different run sets with divergent same-configuration values that cannot be fully reconciled from text alone.
  • No code/repository link appears in the extracted text; code availability is judged from the text only.
  • The abstract of the embedded metadata differs slightly from the paper's own abstract (e.g., '0.965 accuracy under both original and context-last orders' vs 'five-seed experiment' phrasing), suggesting a minor version mismatch; judgments use the full text.

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