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Introduction to Computer Systems 15-213/18-243, spring 2009 1st Lecture, Jan. 12th Carnegie Mellon The course that gives CMU its “Zip”! Course Overview 15-213 /18-213:…

Introduction to Computer Systems 15-213/18-243, spring 2009 1st Lecture, Jan. 12th Carnegie Mellon The course that gives CMU its “Zip”! Course Overview 15-213 (18-213):…

Introduction to Computer Systems 15-213/18-243, spring 2009 Carnegie Mellon Instructors: Seth Copen Goldstein, Anthony Rowe, Greg Kesden Machine-Level Programming III: Switch…

Introduction to Computer Systems 15-213/18-243, spring 2009 Carnegie Mellon Instructors: Dave O’Hallaron, Greg Ganger, and Greg Kesden Machine-Level Programming III: Switch…

Constructing Confidence Regions of Optimal Expected Size Chad M Schafer and Philip B Stark ∗ February 26 2009 Abstract We present a Monte Carlo method for approximating…

Slide 1Yudi Chen, Carnegie Mellon University Catherine Groschner, Carnegie Mellon University Brent Heard, Carnegie Mellon University Avisha Shah, University of Pennsylvania…

1 CERT® Alignment with Cyber COI Challenges and Gaps SEI Webinar © 2015 Carnegie Mellon University Carnegie Mellon University Notice This video and all related information…

Can cascading failures be eliminated? Sarosh Talukdar, Paul Hines, Jay Apt Carnegie Mellon Electricity Industry Center Carnegie Mellon University What is a cascading failure?…

Initializing Field Defect Predictions and Systems Test Prioritization Efforts Experiences and Results at ABB Inc. James Herbsleb (Carnegie Mellon University) Mary Shaw (Carnegie

Slide 1 Ryan ’Donnell Carnegie Mellon University O Slide 2 Ryan ’Donnell Carnegie Mellon University Slide 3 Part 1: Inverse Theorems Part 2: Inapproximability Part 3:…

SWSI Update Carnegie Mellon University Katia Sycara Carnegie Mellon University http://www.cs.cmu.edu/~softagents Semantic Web Services Initiative It is a US EU initiative,…

1. Proceedings on Privacy Enhancing Technologies 2015; 2015 (1):92–112 Amit Datta*, Michael Carl Tschantz, and Anupam Datta Automated Experiments on Ad Privacy Settings…

Formal Verification of Pipelined Processorshttp://www.cs.cmu.edu/~bryant Translating to propositional formula Part II: Separation Logic Restricted form of addition Translating

Carnegie Mellon University Computers and Robots http://www.cs.cmu.edu/~bryant Randal E. Bryant Robosoccer What is Easy? What is Hard? Arithmetic Computers can do more than…

Formal Verification of Pipelined ProcessorsShuvendu K. Lahiri Randal E. Bryant Unbounded Data Proving Sequential Semantics – * – Logic Refinement maps Case Study

Formal Verification of Pipelined ProcessorsBuild on success in verifying finite models Infinite-State Models Need logic that is suitably expressive, yet remains reasonably

Formal Verification of Pipelined Processorshttp://www.cs.cmu.edu/~bryant Separation Logic Suitable for verifying wider class of systems Terms (T ) Integer Expressions ITE(F,

Formal Verification of Pipelined ProcessorsRandal E. Bryant Shuvendu K. Lahiri Sanjit A. Seshia Arbitrary integers Verification proves correctness of design for all possible

Boolean Satisfiability with Transitivity ConstraintsBased on Burch-Dill correspondence checking Burch & Dill, CAV ‘94 Verification Task Decide validity of formula