第四十七届ACM计算理论年会论文集

R. Servedio, R. Rubinfeld
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引用次数: 13

摘要

本卷中的论文于2015年6月15日至6月17日在俄勒冈州波特兰市举行的第47届ACM计算理论年会(STOC 2015)上发表,作为联邦计算研究会议的一部分。本次研讨会由ACM算法与计算理论特别兴趣小组(SIGACT)主办。6月14日,在STOC的前一天,Chandra Chekuri和Sanjeev Khanna组织了一个研讨会和教程项目。研讨会的主题是“现代大规模并行计算的算法前沿”;辅导课是“P中问题的硬度和等价性”和“高维的采样和体积计算”。在2014年11月4日美国东部时间下午3:59提交截止日期前,收到了347份论文。项目委员会于2014年12月22日开始电子审议,直到2015年1月30日至2月1日在麻省理工学院剑桥举行的会议上做出最终决定。26名项目委员会成员全部参加了项目委员会会议。计划委员会选出93篇论文作报告。提交的论文没有经过评审,其中许多论文代表了正在进行的研究报告。预计它们中的大多数将以更完善和完整的形式出现在科学期刊上。项目委员会感谢所有提交论文供审议的作者。在众多优秀的候选论文中,Anat Ganor, Gillat Kol和Ran Raz的“布尔函数的信息和通信的指数分离”,Zeev Dvir和Sivakanth Gopi的“具有次多项式通信的2-Server PIR”,以及James Lee, Prasad Raghavendra和David Steurer的“半确定规划松弛大小的下界”被选为STOC最佳论文奖。鲁宾斯坦(Aviad Rubinstein)的论文《纳什均衡的不可逼近性》(inapproximate of Nash Equilibrium)被选为丹尼·卢因(Danny Lewin)最佳学生论文奖。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Proceedings of the forty-seventh annual ACM symposium on Theory of Computing
The papers in this volume were presented at the Forty-Seventh Annual ACM Symposium on Theory of Computing (STOC 2015), held as part of the Federated Computing Research Conference in Portland, Oregon, June 15-June 17, 2015. The Symposium was sponsored by the ACM Special Interest Group on Algorithms and Computation Theory (SIGACT). On June 14, the day before STOC, there was a program of workshops and tutorials organized by Chandra Chekuri and Sanjeev Khanna. The workshop was on "Algorithmic Frontiers of Modern Massively Parallel Computation"; the tutorials were on "Hardness and Equivalences for Problems in P" and "Sampling and Volume Computation in High Dimension". In response to a Call for Papers, 347 submissions were received by the submission deadline of November 4, 2014, 3:59PM EST. The Program Committee began its deliberations electronically on December 22, 2014 and continued in that medium until its meeting at MIT in Cambridge, MA on January 30 - February 1, 2015, where final decisions were made. All 26 Program Committee members attended the Program Committee meeting. The Program Committee selected 93 papers for presentation. The submissions were not refereed, and many of these papers represent reports of continuing research. It is expected that most of them will appear in a more polished and complete form in scientific journals. The Program Committee would like to thank all authors who submitted papers for consideration. From among many excellent candidates, the papers "Exponential Separation of Information and Communication for Boolean Function", by Anat Ganor, Gillat Kol and Ran Raz, "2-Server PIR with sub-polynomial communication" by Zeev Dvir and Sivakanth Gopi, and "Lower bounds on the size of semidefinite programming relaxations" by James Lee, Prasad Raghavendra and David Steurer, were selected for the STOC Best Paper Award. The paper "Inapproximability of Nash Equilibrium", by Aviad Rubinstein, was selected for the Danny Lewin Best Student Paper Award.
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