Generative Frontier Planning for Adaptive Peer-Referral Recruitment under Covariate-Dependent Arrivals
Summary
Generative Frontier Planning (GFP) is a novel model-based planner designed to optimize adaptive peer-referral recruitment, crucial for studying hidden populations affected by infectious diseases. Unlike prior methods assuming independent and identically distributed (i.i.d.) referrals from homogeneous populations, GFP incorporates a more realistic model where referral capacity and recruit covariates are conditioned on the referrer, learned via a censored count model and a conditional generative model. This approach addresses the planning challenge by replacing per-step Monte-Carlo sampling with a deterministic backup over a latent covariate-coverage value surrogate. GFP's design ensures the expected value of the next frontier depends on the offspring generative model through amortized finite-dimensional summaries, and its per-round objective is monotone with diminishing returns. These properties make planning tractable, enabling a marginal greedy allocation to achieve a (1-1/e)-approximation for the per-round problem. Simulations calibrated to real respondent-driven sampling data demonstrate GFP's superior performance over random, reinforcement-learning, and i.i.d. dynamic-programming baselines across four discount factors.
Key takeaway
For public health agencies or research scientists managing peer-referral recruitment to study hidden populations, Generative Frontier Planning (GFP) offers a significant advancement. Your current resource allocation strategies likely overlook crucial referrer-dependent dynamics and homophily. Implementing GFP can provide a more realistic and efficient approach, adaptively allocating referral resources to accelerate recruitment and improve study outcomes by accounting for real-world referral patterns. Consider exploring GFP to enhance the effectiveness of your respondent-driven sampling efforts.
Key insights
GFP optimizes peer-referral recruitment by modeling referrer-dependent covariates and capacity, enabling efficient, adaptive resource allocation.
Principles
- Referral capacity and recruit covariates are referrer-dependent.
- Deterministic backup can replace Monte-Carlo sampling for planning.
- Monotone diminishing returns enable greedy allocation approximation.
Method
Generative Frontier Planning (GFP) uses a deterministic backup over a latent covariate-coverage value surrogate, amortizing offspring generative model summaries offline, to achieve a (1-1/e)-approximation for per-round resource allocation.
In practice
- Improve resource allocation in respondent-driven sampling.
- Model homophily in peer-referral networks.
- Accelerate recruitment for hidden populations.
Topics
- Peer-Referral Recruitment
- Respondent-Driven Sampling
- Generative Models
- Adaptive Planning
- Resource Allocation
- Hidden Populations
Best for: AI Scientist, Research Scientist
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Editorial summary, takeaway, and curation by AIssential. Original article published by Machine Learning.