Talks and presentations

MPC Reading Group : Shuffles and Circuits (On Lower Bounds for Modern Parallel Computation)

November 28, 2022

Paper Reading, MPC Reaing Group in PKU CFCS, Beijing, China

This is a paper reading in MPC reading group. This paper focuses on lower bound of MPC computation. In this paper, firstly, the authors defined a new computation model called s-SHUFFLE, which can simulate MapReduce computation. Secondly, the authors proves that s-SHUFFLE computes a function with a polynomial representation of degree $n$ requires $\lceil \log_s n\rceil$ rounds. Thirdly, the authors proves that such lower bound is almost the best result of s-SHUFFLE computation. Furturemore, the authors apply the sophisticated toolbox known for polynomials to reason about these computations. Download slides used in this presentation here

daGAME Group Meeting : Prior-Independent Dynamic Auctions for a Value-Maximizing buyer

April 06, 2022

Paper Reading, daGAME Group Meeting, Beijing, China

This is a paper reading in daGAME Group Meeting. This paper focuses on Prior-Independent dynamic auctions. In this work, authors propose an exploration-exploitation algorithm for a Value-Maximizing buyer, whose value distribution $\mathcal{D}$ is unkonwn to others, achieve $o(T)$ regret comparing to public value distribution $\mathcal{D}$ condition. Download slides used in this presentation here

WINE 2021 Reading Group : Envy-free Division of Multi-layered Cakes

November 17, 2021

Paper Reading, WINE 2021 Reading Group in PKU CFCS, Beijing, China

This is a paper reading in WINE 2021 Reading Group. This paper focuses on envy-free division of multi-layered cakes. In this paper, authors define multi-layered cakes, which means cakes with multi layers, and the feasibility constraint in cake-cutting : the pieces of different layers assigned to the same agent should be non-overlapping. Then, authors define short knives and long knives. Finally, authors propose an envy-free division using $n-1$ long knives. Download slides used in this presentation here