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Artificial intelligence systems that rank agricultural extension agents increasingly allocate smallholder access to advisory services, yet the scoring rules underlying those rankings remain vulnerable to strategic manipulation by district-level coalitions that can reassign patronage across administrative boundaries. The framework treats district patronage reassignment as a cooperative game in which coalitions of district officials may coordinate to alter agent rankings, and it derives a stability bound that specifies the conditions under which no coalition can profitably deviate from the truthful ranking. The analysis characterises the bound as a function of the number of districts, the granularity of the scoring rule, and the reassignment cost structure. Three scoring-rule families are compared: additive threshold rules, ordinal bucket rules, and marginal-contribution rules. The framework proposes that marginal-contribution rules with district-level caps satisfy the stability bound under weaker conditions than the alternatives, but at the cost of reduced sensitivity to within-district variation.
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Évora et al. (2026) studied this question.
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