PPT-The SNOW Theorem and Latency-Optimal Read-Only Transactions

Presenter Tianyi Shan 1 Organization Motivation and background The SNOW theorem COPSSNOW design and RococoSNOW design Evaluation of the results Takeaway and Discussion 2 Motivation and background. Robust Approximation Bounds for . Equilibria. and Auctions. Tim . Roughgarden. Stanford University. 2. Motivation. Clearly: . many modern applications in CS involve autonomous, self-interested agents. the Tractability Frontier. Y. . Zick. , G. . Chalkiadakis. and E. . Elkind. (AAMAS 2012). Framework. OCF Games . [. Chalkiadakis. et. al, 2010]. : . Each p. layer has. a. divisible resource . (in our model, an integer weight). Mathematical Programming. Fall 2010. Lecture 5. N. Harvey. TexPoint. fonts used in EMF. . Read the . TexPoint. manual before you delete this box. .: . A. A. A. A. A. A. A. A. A. A. Review of our Theorems. :. Stronger . Semantics for. Low-. Latency. Geo. -Replicated . Storage. Wyatt Lloyd. *. . . Michael J. Freedman. *. Michael Kaminsky. †. . David G. Andersen. ‡. *. the Tractability Frontier. Y. . Zick. , G. . Chalkiadakis. and E. . Elkind. (submitted to AAMAS 2012). Motivation. Agents have limited integer resources. The . benefit of interaction . may be freely divided. A Lightweight, Non-intrusive Traffic Engineering Approach. Christos . Liaskos. Postdoctoral Researcher, FORTH, AUTH. . cliaskos@ics.forth.gr. Acknowledgements . ERC . NetVolution. project (Asst. Prof. . a journey from the simple to the optimal. Faisal Nawab. In collaboration with:. Divy Agrawal, Amr El Abbadi, Vaibhav Arora, Hatem Mahmoud, Alex Pucher . . Indranil Gupta. Associate Professor. Dept. of Computer Science, University of Illinois at Urbana-Champaign. Joint work with . Muntasir. . Raihan. . Rahman. , Lewis Tseng, Son Nguyen, . Nitin. . Vaidya. Indranil Gupta (Indy). Department of Computer Science, UIUC. indy@illinois.edu. FuDiCo. 2015. DPRG: . http://dprg.cs.uiuc.edu. . 1. Joint Work With. Muntasir. . Rahman. (Graduating PhD Student). Luke Leslie, Lewis Tseng. Rohit Sunkam Ramanujam. Bill Lin. Electrical and Computer Engineering. University of California, San Diego. Networks-On-Chip. Chip-multiprocessors (CMPs) increasingly popular. Torus, Mesh, Flattened Butterfly – candidate architectures for on-chip networks. A PRIORI BOUNDS ON THE PERFORMANCE OFOPTIMAL SYSTEMSbyROBERTO CANALES RUIZIE Universidad de los Andes1963BS Massachusetts Institute of Technology1963MS Massachusetts Institute of Technology1965SUBMITT Locational Marginal Prices. Professor James McCalley. 1. Overview of LMPs. 2. In the LPOPF without demand bidding, we saw that locational marginal price (LMP) at bus . k. gives the cost to the system of supplying one more MW of demand at bus . Locational Marginal Prices. Professor James McCalley. 1. Overview of LMPs. 2. In the LPOPF without demand bidding, we saw that locational marginal price (LMP) at bus . k. gives the cost to the system of supplying one more MW of demand at bus . Based on SIGMOD’12 paper by. Alexander Thomson, Thaddeus Diamond, . Shu. -Chun . Weng. , Kun . Ren. , Philip . Shao. ,. Daniel J. . Abadi. By : K. V. Mahesh , . Abhishek. Gupta. Under guidance of: Prof. .