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On the Meta-Design of Allocation Problems

NeurIPS 2026 · Learning theory and algorithms › Combinatorial and search optimization · approach: Decision-focused optimization · 0 citations (OpenAlex)

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Formalizes meta-design of allocation problems as a welfare surface over design parameters (capacity, data coverage/feature collection, transfer size, utility) and gives empirical tools (gradients, MRS, KKT-based cost-optimality tests, expansion paths) illustrated on Ethiopian poverty targeting and German job-seeker profiling.

Problem

Planners treat design parameters of allocation systems (data collected, capacity, quality of intervention) as fixed, yet these are optimization variables that strongly affect welfare; there is no general framework or practical tools to analyze investments across them.

Approach

Define the welfare surface V*(theta) mapping design parameters to optimal-policy welfare, and use its gradients, marginal rates of substitution, KKT-based optimality tests against cost ratios, and budget-constrained expansion paths to guide investments; applied empirically on real data rather than stylized Gaussian models.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Ethiopia Living Standards Measurement Survey 2015 Sample of Integrated Labour Market Biographies (SIAB) 2% sample

Benchmarks: Ethiopia LSMS 2015 poverty targeting simulation German SIAB long-term unemployment profiling

Metrics: number of correctly identified poor households normalized CRRA utility gain welfare gradients marginal rate of substitution budget-constrained optimal welfare

Baselines: prediction-access ratio analysis of Gaussian model

Builds on: prediction-access ratio (PAR) empirical welfare maximization proxy means test

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