'Matching problem' presentation slideshows

SCHEMA-BASED SEMANTIC MATCHING

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SCHEMA-BASED SEMANTIC MATCHING

595 views • 58 slides

Lecture 5-5 3D Matching and Logic Puzzles

Lecture 5-5 3D Matching and Logic Puzzles. Integer Programming. TSP. Knapsack. VC. HC. 3DM. Partition. Planar 3SAT. 3SAT. SAT. 3-Dimensioal (perfect) Matching. Trash Can ( ). Logic Puzzles. What can we learn from them?. Outline. Introduction

533 views • 53 slides

Lecture 5-5 3D Matching and Logic Puzzles

Lecture 5-5 3D Matching and Logic Puzzles. Integer Programming. TSP. Knapsack. VC. HC. 3DM. Partition. Planar 3SAT. 3SAT. SAT. 3-Dimensioal (perfect) Matching. Trash Can ( ). Logic Puzzles. What can we learn from them?. Outline. Introduction

534 views • 53 slides

Combinational Pattern Matching

Combinational Pattern Matching. Shashank Kadaveru. Introduction. In Motif Finding problem, no particular pattern is given to search for. We infer it from the sample. In Combinational Pattern Matching, we look for exact or appropriate occurrences of given patterns in a long text. .

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Tom Leighton and Peter Shor Presented by Linna Wei

Tight Bounds for Minimax Grid Matching, With Applications to the Average Case Analysis of Algorithms. Tom Leighton and Peter Shor Presented by Linna Wei. Annual ACM Symposium on Theory of Computing Proceedings of the eighteenth annual ACM symposium on Theory of computing 1986. area.

501 views • 37 slides

Max-flow min-cut

Max-flow min-cut. Overview of the Max-flow problem with sample code and example problem. . Georgi Stoyanov. Sofia University. http:// backtrack-it.blogspot.com. Student at. Table of Contents. Definition of the problem Where does it occur? Max-flow min-cut theorem Example

793 views • 34 slides

Discovering Missing Background Knowledge in Ontology Matching

312 views • 31 slides

Marriage, Trees and Connectivity

Marriage, Trees and Connectivity. CSC2110 Tutorial 4 Jerry Le jlle@cse.cuhk.edu.hk Rm120, SHB Office hour: Thu 3pm-5:30pm Oct 11 2007. Outline. Quick Review Q & A (questions from classwork2). Quick Review. Marriage

300 views • 23 slides

Smith Chart

Smith Chart. Supplemental Information Fields and Waves I ECSE 2100. Smith Chart. Impedances, voltages, currents, etc. all repeat every half wavelength

932 views • 21 slides

studying design problems

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Part II General Integer Programming

Part II General Integer Programming. II.1 The Theory of Valid Inequalities. Let S = { x ?Z + n : Ax ? b} P = { x ?R + n : Ax ? b } S = P ? Z n

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String Matching Chapter 32 Highlights

String Matching Chapter 32 Highlights. Charles Tappert Seidenberg School of CSIS, Pace University. String Matching Problem in this chapter. Problem: Find all valid shifts s with which a given pattern P occurs in a given text T

265 views • 16 slides

A Framework for Describing Information Providing Web Services

x 1. z 1. y 1. x 2. Inputs. Outputs. y n. x m. z r. z 2. A Framework for Describing Information Providing Web Services. Evgeny Zolin, School of Computer Science, University of Manchester, UK, ezolin@cs.man.ak.uk

99 views • 1 slides