'Partial solution' presentation slideshows

Memory approaches to improve multi-start constructive heuristics

834 views • 72 slides

Module B: Parallelization Techniques

Module B: Parallelization Techniques. Course TBD Lecture TBD Term TBD. Part 1: Parallel Array Operations. Finding the max/min array elements Max/min using 2 cores Alternate approach Parallelism bugs Fixing data races. Goals for this Lecture. Learn how to parallelize code

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Effective Project Management: Traditional, Agile, Extreme

Effective Project Management: Traditional, Agile, Extreme. Managing Complexity in the Face of Uncertainty. Presented by (facilitator name). Ch11: Agile Project Management. Summary of Chapter 11. Ch11: Agile Project Management. What is Agile Project Management?

948 views • 58 slides

Gillette Woods Association Spring Business Meeting 2013

Gillette Woods Association Spring Business Meeting 2013. What was accomplished this past year? Did you get your $10 worth?. AGENDA: Review Activity of Past Year. 1. Overview of Gillette Woods Association 2. Covenants and Zoning Ordinances 3. Jervey -Palmer Property

572 views • 44 slides

CS420 lecture ten BACKTRACK

CS420 lecture ten BACKTRACK. Solution vectors. In optimization problems, or more general in search problems, a set of choices are to be made to arrive at an optimum or solution.

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Approximation Algorithms for Non-Uniform Buy-at-Bulk Network Design Problems

Approximation Algorithms for Non-Uniform Buy-at-Bulk Network Design Problems. Mohammad R. Salavatipour Department of Computing Science University of Alberta Joint work with C. Chekuri (Bell Labs) M.T. Hajiaghayi (CMU) G. Kortsarz (Rutgers). Motivation.

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AlgoTutor Tutorial (5) The Partial Solution Exercise

AlgoTutor Tutorial (5) The Partial Solution Exercise. J. Yoo, S. Yoo, C. Pettey, S. Seo, and Z. Dong MTSU Computer Science Department. What is a Partial Solution Exercise?. A Partial Solution Exercise is an exercise in which the ordering phase has already been partially solved for you.

441 views • 27 slides

Foundations of Constraint Processing CSCE421/821, Spring 2011

Intelligent Backtracking Algorithms: A Theoretical Evaluation. Foundations of Constraint Processing CSCE421/821, Spring 2011 www.cse.unl.edu/~choueiry/S11-421-821/ All questions to cse421@cse.unl.edu Berthe Y. Choueiry (Shu-we-ri) Avery Hall, Room 360 choueiry@cse.unl.edu

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The Problem of Handover Keying

The Problem of Handover Keying. IETF 66 Montreal. AAA based Keying for Wireless Handovers: Problem Statement draft-nakhjiri-aaa-hokey-ps-03 Madjid Nakhjiri (Huawei USA) Mohan Parthasarathy (Nokia) Julien Bournelle (GET/INT/FT) Hannes Tschofenig (Siemens) R. Marin Lopez (TARI).

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JustLee DataBase Referential Integrity

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Modifiable Attribute Cell Problem in Population Synthesis for Land-Use Microsimulation

Modifiable Attribute Cell Problem in Population Synthesis for Land-Use Microsimulation. Noriko Otani (Tokyo City University ) Nao Sugiki ( Docon Co., Ltd.) Kazuaki Miyamoto (Tokyo City University ). Land-Use Microsimulation.

268 views • 20 slides

Wei Dai, Ge Zhan, Xin Wang, and G. Schuster KAUST and University of Utah

Multi-source Least Squares Migration and Waveform Inversion . Wei Dai, Ge Zhan, Xin Wang, and G. Schuster KAUST and University of Utah. Outline. Fast Multisource+Precond . Theory. Multisource Least Squares Migration. Multisource Waveform Inversion. Conclusion.

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Other partial solution strategies

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Phaser Progress Report (MR)

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IEEE OmniRAN for Heterogeneous Networks

IEEE OmniRAN for Heterogeneous Networks. 24 July 2012 Roger Marks Juan Carlos Zuniga Charlie Perkins. Introduction. OmniRAN Tutorial presented at the last IEEE 802 Plenary meeting Heterogeneous Networking among the IEEE 802 Family : http://www.ieee802.org/Tutorials.shtml

216 views • 11 slides

Fixing a Local Aid Glitch

Fixing a Local Aid Glitch. Discretionary Decisions in the Implementation of 2006 Education Aid Reforms. Required Local Contributions have converged, but there are still outliers. Grandfathering both preserves and mitigates effects of old model.

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The Problem: Exposure to the Elements

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Modeling & Partial Solution

23 + 18 = (20+10) + (3+8) = 30 +11= 41. 26 + 47 = (20+40) + (6+7) = ? + ? = ?. Modeling & Partial Solution. More Difficult Partial Solution. 125 + 299 = (100 + 200) + ? + ? = ? + ? + ? = ?. Throw in the Thousands Place. 1128 + 1437 = (1000 + 1000) + ? + ? + ? = ? + ? + ? + ? = ?.

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PACIFIC PARTNERSHIP 2012

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