Multiplicative tâtonnement converges to competitive equilibria in chores Fisher markets with CCH disutilities using only per-chore local updates and achieves O(1/ε²) approximate-CE rates for convex CES disutilities.
Tâtonnement dynamics for fisher markets with chores.arXiv preprint arXiv:2511.21162, 2025
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Fully Distributed T\^atonnement for Chores Markets
Multiplicative tâtonnement converges to competitive equilibria in chores Fisher markets with CCH disutilities using only per-chore local updates and achieves O(1/ε²) approximate-CE rates for convex CES disutilities.