'Last iteration' presentation slideshows

The Gordian Atlas

The Gordian Atlas. Elaboration Phase #4. Vision. Unchanged since last iteration. Scope. Unchanged since last iteration. Domain Model. Unchanged since last iteration. Data Model / Schema. Unchanged since last iteration. Use Cases this iteration.

520 views • 39 slides

Profile-Guided Microarchitectural Floorplanning for Deep Submicron Processor Design

Profile-Guided Microarchitectural Floorplanning for Deep Submicron Processor Design. Mongkol Ekpanyapong, Jacob R. Minz, Thaisiri Watewai*, Hsien-Hsin S. Lee, and Sung Kyu Lim Georgia Institute of Technology , * University of California at Berkeley. Computer Architecture Design

438 views • 32 slides

Chapter 2.1

Chapter 2.1. Iterative, Evolutionary, and Agile. Introduction. We will look at Agile Modeling, UML, and iterative and evolutionary development. We will also look at the RUP (Unified Process) as a popular iterative method.

352 views • 25 slides

Application: Algorithms

Application: Algorithms. Lecture 20 Section 3.8 Wed, Feb 21, 2007. Greatest Common Divisors. Let a and b be integers that are not both 0. The greatest common divisor of a and b , denoted gcd( a , b ), is the unique positive integer d with the following properties:

435 views • 21 slides

Cache Friendly Parallel Priority Queue

Cache Friendly Parallel Priority Queue. Dinesh Agarwal Distributed Mobile Systems Lab ( DiMoS ) . Overview. Parallel Priority Queue Task Allocation Strategies Prefetching Experimental Results. Parallel Priority Queue. Parallel Binary Heap r elements per node Parallel Heap Property

271 views • 12 slides

Cost Estimation and Budgeting

302 views • 10 slides

Computing Closure of F

Computing Closure of F. We could test for whether a relation scheme is in BCNF, if we could compute the closure of F. Closure of F can be computed using the Armstrongs Axioms. Not very practical since the size of F+ can be really very large. Example:

463 views • 4 slides