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Research map / Multi-agent systems and games / Games and equilibria

Partitioning Friends Fairly

AAAI 2023 · Multi-agent systems and games › Games and equilibria · approach: Fair division and coalition formation · 5 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Choose a minimum-cut balanced 2-partitionBalanced partitioning on an undirected social graph · General graphs, k=2(α, β)-core guarantee: (2, 0)Helped
Use local min-cut search instead of requiring an exact minimum cutBalanced partitioning on an undirected social graph · General graphs, k=2(α, β)-core guarantee: (3, 1)Helped
Choose a minimum-cut balanced k-partitionBalanced partitioning on an undirected social graph · n ≥ k² + k(α, β)-core guarantee: (2k − 1, 0)Helped
Use local min-cut searchBalanced partitioning on an undirected social graph · n ≥ k² + k(α, β)-core guarantee: (2k − 1, 0)Helped
Use a discrepancy-based coloring that balances neighborhoods and group sizesBalanced partitioning on an undirected social graph · General graphs, k≥2EF-r: EF-O(√(n/k · ln k))Helped
Construct an imbalanced k-partitionImbalanced partitioning on an undirected social graph · General graphs, k≥2(1, β)-imbalanced core guarantee: (1, k − 2)Helped
Use degree-based thresholds to construct an imbalanced 2-partitionImbalanced partitioning on an undirected social graph · General graphs, k=2EF-r: EF-2Helped
Require a purely multiplicative core approximation for k≥3Balanced partitioning on an undirected social graph · Some graphs, k≥3(α, 0)-core guarantee: for any α ≥ 1Hurt
Require EF1 for balanced groupsBalanced partitioning on an undirected social graph · Some graphs, k=2EF-r: EF1Hurt

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