'Cost matrix' presentation slideshows

Computational Game Theory

Computational Game Theory. Lecture 1 - Introduction. Agenda. Introduction to Game Theory Basic Game Theory Examples Strategic Games More Game Theory Examples Equilibrium Mixed Strategy. Computational Game Theory.

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COMPUTERIZED LAYOUT_II

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Knapsack Model

Knapsack Model. Intuitive idea: what is the most valuable collection of items that can be fit into a backpack?. Race Car Features. Budget of $35,000 Which features should be added?. Formulation. Decision variables ILP. LIN G O Formulation. MODEL : SETS :

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The Assignment Problem

The Assignment Problem. Math 20 Linear Algebra and Multivariable Calculus October 13, 2004. The Problem. Three air conditioners need to be installed in the same week by three different companies Bids for each job are solicited from each company To which company should each job be assigned?.

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Traveling Salesperson Problem

Traveling Salesperson Problem. Steven Janke Colorado College. Traveling Salesperson Problem (TSP). A. B. A B C D. A B C D. C. D. Optimization Problem: Find the least cost tour starting at A, traveling

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improving the Scalability of Data Center Networks with Traffic-aware Virtual Machine Placement

B99705021 ??? ??? http://ppt.cc/41rH. improving the Scalability of Data Center Networks with Traffic-aware Virtual Machine Placement. Outline . Introduction Background Virtual machine placement Algorithm Algorithm evaluation Result Discussion and future work. introduction.

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CS 312: Algorithm Analysis

This work is licensed under a Creative Commons Attribution-Share Alike 3.0 Unported License . CS 312: Algorithm Analysis. Lecture #35: Branch and Bound Design Options - State Spaces. Slides by: Eric Ringger, with contributions from Mike Jones, Eric Mercer, and Sean Warnick. Announcements.

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Multiple Sequence Alignment by Iterative Tree-Neighbor Alignments

Multiple Sequence Alignment by Iterative Tree-Neighbor Alignments. Susan Bibeault June 9, 2000. Outline. Problem Statement and Importance Terminology Current Approaches Our Alignment Heuristic Performance Results Conclusions Future Work. Outline. Problem Statement and Importance

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FastDTW: Toward Accurate Dynamic Time Warping in Linear Time and Space

FastDTW: Toward Accurate Dynamic Time Warping in Linear Time and Space. Department of Computer Sciences Florida Institute of Technology Stan Salvador and Philip Chan. Outline. Dynamic Time Warping (DTW) Problem Statement Related Work for Speeding up DTW FastDTW Algorithm

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EFFECTIVE COST MANAGEMENT IN MARKETING AND IMPORT OF FERTILISERS V.K.SWAMINATHAN CHIEF GENERAL MANAGER (F&A) KRIBHCO

EFFECTIVE COST MANAGEMENT IN MARKETING AND IMPORT OF FERTILISERS V.K.SWAMINATHAN CHIEF GENERAL MANAGER (F&A) KRIBHCO. Movement of fertilisers is controlled. Movement of fertilisers is controlled State-wise quantities to be moved in a month from plant/port is to be submitted to DOF for approval

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Agent-based sensor-mission assignment for tasks sharing assets

Agent-based sensor-mission assignment for tasks sharing assets. Thao Le Timothy J Norman WambertoVasconcelos www.usukita.org www.csd.abdn.ac.uk/research/ita. Structure. Introduction & Motivation Problem description MSM & GAP-E Experimental results Discussion Conclusion.

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M ULTIPLYING T WO M ATRICES

M ULTIPLYING T WO M ATRICES. The product of two matrices A and B is defined provided the number of columns in A is equal to the number of rows in B. M ULTIPLYING T WO M ATRICES. A ? B ? AB. 4 X 3 ? 3 X 5 ? 4 X 5. 4 rows. 3 rows. 3 columns. 5 columns. 4 rows. 5 columns.

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Designing a Warehouse/Distribution Centre

Designing a Warehouse/Distribution Centre. The role of a warehouse & when does it become a distribution centre Making the distribution operations work Design procedure (movement & relationship analysis) Materials handling. The role of distribution facility in the supply chain. Wholesale

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100

Matrix Operations. Matrix Equations/Inverses. Determinants. Other Junk. 100. 100. 100. 100. 200. 200. 200. 200. 300. 300. 300. 300. 400. 400. 400. 400. Row 1, Col 1. The 2x2 zero matrix. Find AB. 1,2. The 2x2 identity matrix. Find the inverse of the 2x2 identity matrix.

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Overview

Overview. Examples of TranSight Applications What Does TranSight Analyze? Model Structure. Transportation Applications. Long-Range Planning Demand Management Evaluating Financing Mechanisms Capturing Benefits of Transit Investments Benefit-Cost Comparison by Project

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The Project

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????? ??? ????? F-Measure, Kappa, Costs, MetaCost

????? ??? ????? F-Measure, Kappa, Costs, MetaCost. ?"? ??? ???????. ??????. False Positives / Negatives. Confusion matrix 1. Confusion matrix 2. FN. Actual. Actual. FP. Predicted. Predicted. Precision (P) = 20 / 50 = 0.4 Recall (P) = 20 / 30 = 0.666 F-measure=2*.4*.666/1.0666=.5.

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FAX Performance

FAX Performance. TIM, Tokyo May 2013. Performance. Metrics Data Coverage Number of users Percentage of successful jobs Total amount of data delivered Bandwidth usage Source Ganglia plots MonaLisa FAX Dashboard HC tests CostMatrix tests Special tests using dedicated resources.

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Improving the Scalability of Data Center Networks with Traffic-aware Virtual Machine Placement

Improving the Scalability of Data Center Networks with Traffic-aware Virtual Machine Placement. Authors: Xiaoqiao Meng, Vasileios Pappas, Li Zhang Presented By:Manoj Raj Penmetcha. Introduction.

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Assignment Problem A balanced transportation problem in which All s i = 1 and d j = 1

Assignment Problem A balanced transportation problem in which All s i = 1 and d j = 1 Therefore x ij = 0 or 1 Cost matrix: contains cost, time, or distance Solve using Hungarian method. IE 416, Chap 7:3, March 99. Hungarian Method for Assignment Problem ( skip )

323 views • 8 slides