Mathematics (Jul 2023)

Optimal Multi-Attribute Auctions Based on Multi-Scale Loss Network

  • Zefeng Zhao,
  • Haohao Cai,
  • Huawei Ma,
  • Shujie Zou,
  • Chiawei Chu

DOI
https://doi.org/10.3390/math11143240
Journal volume & issue
Vol. 11, no. 14
p. 3240

Abstract

Read online

There is a strong demand for multi-attribute auctions in real-world scenarios for non-price attributes that allow participants to express their preferences and the item’s value. However, this also makes it difficult to perform calculations with incomplete information, as a single attribute—price—no longer determines the revenue. At the same time, the mechanism must satisfy individual rationality (IR) and incentive compatibility (IC). This paper proposes an innovative dual network to solve these problems. A shared MLP module is constructed to extract bidder features, and multiple-scale loss is used to determine network status and update. The method was tested on real and extended cases, showing that the approach effectively improves the auctioneer’s revenue without compromising the bidder.

Keywords