Academic Journal of Computing & Information Science, 2026, 9(7); doi: 10.25236/AJCIS.2026.090711.
Zhenheng Fu
School of Control Engineering, Northeastern University at Qinhuangdao, Qinhuangdao, China
Ranking systems that combine expert scores with crowd votes often cannot observe the crowd-vote signal directly; only the elimination outcomes it produces are recorded. Recovering the latent signal from these censored outcomes is an inverse problem with a vast space of solutions that fit the data equally well. This paper presents a probabilistic inverse framework for latent preference recovery and a bilevel scheme for fairness-aware ranking optimization. A truncated-volume probability constraint restricts the solution space to geometrically valid configurations, removing more than 99 percent of invalid candidates, and adaptive Bayesian Markov chain Monte Carlo sampling recovers the per-round crowd-vote distribution with calibrated uncertainty. An entropy-weighted multi-criteria evaluation compares ranking-based and proportion-based fusion, and a hybrid mechanism holds the fairness score above 0.3 across the fairness, engagement, and stability axes. An interaction model confirms a positive synergy between expert and crowd signals, with a coefficient near +0.27 at p below 0.05. A bilevel optimizer, with particle swarm search outside and an adaptive scoring model inside, reaches a 99.71 percent elimination-prediction hit rate under steady-state noise, retains 85 percent of engagement, and improves fairness by about 40 percent. Sensitivity analysis confirms a stable operating region.
Probabilistic Inverse Problem, Truncated-Volume Probability Constraint, Bayesian Markov Chain Monte Carlo, Entropy-Weighted TOPSIS, Bilevel Particle Swarm Optimization, Fairness-Aware Ranking Optimization
Zhenheng Fu. Latent Preference Inference and Bilevel Fairness Optimization for Hybrid Expert-Crowd Ranking Systems. Academic Journal of Computing & Information Science (2026), Vol. 9, Issue 7: 84-91. https://doi.org/10.25236/AJCIS.2026.090711.
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