ランキング選好を伴う非分割財配分問題における耐戦略性と効率性

今年的初步计划是构建算法来计算一般偏好的最小价格瓦尔拉斯均衡。去年取得了一些初步结果。但是我们遇到了一些问题。今年我解决了这些问题，完成了整个计划。除了完成最初的研究计划外，我还写了一篇题为“投标人预算受限和价格控制的多物品拍卖”的论文。这篇论文发表在《经济学快报》上。我还在以下国际会议上展示了我的联合工作，题为“分层对象偏好的策略证明和效率”：第69届欧洲计量经济学会会议，日内瓦，瑞士，2016.08.22；计量经济学会亚洲会议，日本京都，2016.08.12；第五届世界博弈论大会，荷兰马斯特里赫特，2016.07.24；社会选择与福利学会第十三届会议，隆德，瑞典，2016.06.30

The initial plan for this year is to construct algorithms to compute the minimum price Walrasian equilibrium for general preferences. Some preliminary results were obtained last year. But we met some problems. This year I fix these problems and complete the whole plan.In addition to completing the initial research proposal, I also wrote a paper entitle “A Multi-item Auction with Budget-constrained Bidders and Price Controls”. This paper is published in Economics Letters.I also presented my joint work entitled “Strategy-Proofness and Efficiency for tiered-object preferences” in the following international conferences: 69th European Meeting of the Econometric Society, Geneva, Switzerland, 2016.08.22; Asian Meeting of Econometric Society, Kyoto, Japan, 2016.08.12; 5th World Congress of the Game Theory Society, Maastricht, Netherlands, 2016.07.24; 13th Meeting of the Society for Social Choice and Welfare, Lund, Sweden, 2016.06.30