'Path p' presentation slideshows

Randomized Motion Planning: From Intelligent CAD to Digital Actors to Protein Folding

Randomized Motion Planning: From Intelligent CAD to Digital Actors to Protein Folding . Nancy M. Amato Department of Computer Science Texas A&M University http://www.cs.tamu.edu/faculty/amato/. (Basic) Motion Planning (in a nutshell):

1.04k views • 87 slides

THE BI-CRITERIA DOUBLY WEIGHTED CENTER-MEDIAN PATH PROBLEM ON A TREE

Presenter: ??? ??? ??? ???. THE BI-CRITERIA DOUBLY WEIGHTED CENTER-MEDIAN PATH PROBLEM ON A TREE. 2007.06.13. J. Puerto, A.M. Rodriguez-Chia, A. Tamir, & D. Perez-Brito. Outline. Abstract Critical value for the weighted path center problem

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IOI/ACM ICPC Training

IOI/ACM ICPC Training. 4 June 2005. Euler Tour. IOI/ACM ICPC Training. Can we draw the following figure in one line?. Can we draw the following figure in one line?. Fail!. 2. 3. 3. 2. 2. How to determine if a graph can be drawn in one line?. Theorem:

1.09k views • 70 slides

Fast Object Search on Road Networks

Fast Object Search on Road Networks. Speaker: Ping-Lin Chang 2009/04/12. Outline. Introduction ROAD Framework Operation Designed Empirical Results Conclusions. Outline. Introduction ROAD Framework Operation Designed Empirical Results Conclusions. Introduction.

560 views • 46 slides

Topics in textbook

852 views • 44 slides

QoS Scheduling for Heterogeneous Traffic in OFDMA-based Wireless Systems

QoS Scheduling for Heterogeneous Traffic in OFDMA-based Wireless Systems. Youngki Kim Mobile R&D Laboratory KT, Korea Kyuho Son and Song Chong School of EECS KAIST, Korea IEEE GLOBECOM 2009 proceedings. Speaker ? Tsung-Yin Lee. Outline. Introduction

566 views • 42 slides

Multicommodity Rent or Buy: Approximation Via Cost Sharing

535 views • 41 slides

Measuring and Extracting Proximity in Networks

Measuring and Extracting Proximity in Networks. By - Yehuda Koren, Stephen C.North and Chris Volinsky - Rahul Sehgal. Introduction. Network Information hidden in a network

479 views • 39 slides

CS 552/652 Speech Recognition with Hidden Markov Models Winter 2011 Oregon Health & Science University Center for Sp

CS 552/652 Speech Recognition with Hidden Markov Models Winter 2011 Oregon Health & Science University Center for Spoken Language Understanding John-Paul Hosom Lecture 2 January 5 Induction, DTW, and Issues in ASR. Induction & Dynamic Programming.

557 views • 38 slides

Massive Data Streams in Graph Theory and Computational Geometry Ph.D. Dissertation Defense

Massive Data Streams in Graph Theory and Computational Geometry Ph.D. Dissertation Defense. Jian Zhang Advisor: Joan Feigenbaum. Committee: Ravi Kannan Avi Silberschatz Sampath Kannan (UPenn). Support: NSF grants 0105337 and 0331548. Talk Outline.

705 views • 37 slides

V13: Max-Flow Min-Cut

606 views • 33 slides

Approximation Algorithms for Path-Planning Problems

Approximation Algorithms for Path-Planning Problems. with Nikhil Bansal, Avrim Blum and Adam Meyerson. Shuchi Chawla. The Trick-o-Treaters Problem. Collect as much candy as possible within 6pm and 8pm More candy ? more popularity with the kids Some complicating constraints

717 views • 30 slides

Heuristic search

Heuristic search. Points Definitions Best-first search Hill climbing Problems with hill climbing An example: local and global heuristic functions Simulated annealing The A* procedure Means-ends analysis. Definitions.

676 views • 28 slides

5.4 Shortest-path problem

Theorem 5.9: Let G be a simple graph with n vertices, where n > 2 . G has a Hamilton circuit if for any two vertices u and v of G that are not adjacent, d(u)+d(v)?n.

427 views • 27 slides

Graph Theory and Representation

Graph Theory and Representation. Graph Algorithms. Graphs and Theorems about Graphs Graph ADT and implementation Graph Algorithms Shortest paths minimum spanning tree. What can graphs model?. Cost of wiring electronic components together. Shortest route between two cities.

509 views • 22 slides

Worst and Best-Case Coverage in Sensor Networks

Worst and Best-Case Coverage in Sensor Networks. Seapahn Meguerdichian, Farinaz Koushanfar, Miodrag Potkonjak, and Mani Srivastava. IEEE TRANSACTIONS ON MOBILE COMPUTING, 2005. Presented by Cheng-Ta Lee 11/17/2009. Outlines. Introduction Preliminaries Stochastic Coverage

428 views • 21 slides

Coarse Differentiation and Planar Multiflows

Coarse Differentiation and Planar Multiflows. Prasad Raghavendra James Lee University of Washington. TexPoint fonts used in EMF. Read the TexPoint manual before you delete this box.: A A. Embeddings.

249 views • 17 slides

Graph Optimization Problems and Greedy Algorithms

Graph Optimization Problems and Greedy Algorithms. Greedy Algorithms // Make the best choice now! Optimization Problems Minimizing Cost or Maximizing Benefits Minimum Spanning Tree Minimum cost for connecting all vertices Single-Source Shortest Paths Shortest Path between two vertices.

599 views • 16 slides

1.3 Integral Calculus

1.3 Integral Calculus. 1.3.1 Line, Surface, Volume Integrals. a) line integral:. Example 1.6. For a given boundary line there many different surfaces, on which the surface integral depends. It is independent only if. If the surface is closed:. b) surface integral:. 2. 2. 2.

401 views • 16 slides