Polynomial algorithms for clearing multi-unit single item and multi-unit combinatorial reverse auctions

Abstract

This paper develops new algorithms for clearing multi-unit single-item and multi-unit combinatorial reverse auctions. Specifically, we consider settings where bids are submitted in the form of a supply function and the auctions have sub-additive pricing with free disposal. Our algorithms are based on a greedy strategy and we show that they are of polynominal complexity. Furthermore, we show that the solutions they generate are within a finite bound of the optimal.

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