PPT-The Scalable Commutativity Rule: Designing Scalable Softwar

Processors Presented by Remzi Can Aksoy Some slides are borrowed from a Papers We Love Presentation EECS 582 F16 1 Outline The Scalable Commutativity Rule Whenever interface operations commute they can be implemented in a way that scales. An enterprise s exper tise in Business Pr ocess Integration Ser vice Oriented Ar chitectur e SO A Open Sour ce Integration OSI and Complex Ev ent Pr ocessing CEP mak es it seamlessly integrated As a leader in Business Pr ocess Integration SO A OSI C Clements M Frans Kaashoek Nickolai Zeldovich Robert T Morris and Eddie Kohler MIT CSAIL and Harvard University Abstract What fundamental opportunities for scalability are latent in interfaces such as system call APIs Can scalability opportunities b edu dedicated to the memory of John Hunter 1 Introduction Commutativity theorems are part of the study of polyno mial identities in noncommutative rings They are theo rems which assert that under certain conditions the ring at hand must be commutativ edu Donald Nguyen Dimitrios Prountzos Xin Sui Keshav Pingali Department of Computer Science Institute for Computational Engineering and Sciences The University of Texas at Austin ddn dprountz xinsui pingali csutexasedu Abstract Speculative executio x).M4.(Commutativity)x
y=y
x.HenceRnf0gtogetherwiththemultiplicationisacommutativegroup.ThedistributivelawThenextaxiomdenestherelationbetweenthetwooperations.6 D.x
(y+z)=x
y+x
zAllcomputationalrulesf Lesson objectives. To understand the factors that should be taken into account when designing HCI’s for different users.. The . factors that should be taken into account when designing an appropriate layout of an HCI that would be used by a young child learning how to read.. Scaled-out Architecture. Robert L Davis. www.sqlsoldier.com. www.sqldbamaster.com. @. SQLSoldier. Robert L Davis. Principal DBA at Coinstar, Inc.. Greater Seattle Area | Information Technology and Services. Hrube. š. . &. . Iddo. Tzameret. of Polynomial Identities. . Bounds on . Equational. Proofs . 1. High School . Problem. How to solve it by hand . ?. Use the . polynomial-ring axioms . !. Associativity. Areas addressed. Number bonds to ten. . Consolidation and practice of number bonds to ten. . Reinforcing table facts. . Rapid Recall of . multiplication. . facts . . 2. Progression in Number Facts. Introduce the notion of a . group. Provides a way of reasoning about objects that share the same mathematical structure. Not absolutely needed to understand crypto applications, but does make it conceptually easier. strengths-based . questions . September 2018. Before you start…. To ensure that you understand this new method of assessing . candidates, please . make sure you have completed the . Success Profiles . Design COP 3538 Summer 2012 © Lethbridge/Laganière 2001 Chapter 9: Architecting and designing software 2 The Process of Design Definition: Design is a problem-solving process whose objective is to find and describe a way: COS 418: Distributed Systems. Lecture . 14. Wyatt Lloyd. Consistency Hierarchy. Linearizability. Sequential Consistency. Causal+ Consistency. Eventual Consistency. e.g., RAFT. e.g., Bayou. e.g., Dynamo. Large scale computing systems. Scalability . issues. Low level and high level communication abstractions in scalable systems. Network interface . Common techniques for high performance communication.