The minimal Walrasian equilibrium price in multi-unit demand auctions is found by an ascending auction that minimizes an L-natural-convex Lyapunov function, generalizing the excess-demand item set concept.
Maruzen Publishing, Tokyo (2024); English version to appear in Mathe- matical Surveys and Monograph series
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Extension of Excess Demand Ascending Auction to Multi-Demand Model by Discrete Convex Analysis Approach
The minimal Walrasian equilibrium price in multi-unit demand auctions is found by an ascending auction that minimizes an L-natural-convex Lyapunov function, generalizing the excess-demand item set concept.