'Simple graphs' diaporamas de présentation

Calculus from the beginning

1.6k views • 135 slides

Representing Graphs and Graph Isomorphism (Chapter 10.3) Connectivity (Chapter 10.4)

Instructor Longin Jan Latecki latecki@temple.edu Extended and modified version of slides by Y. Peng , U. of Maryland. Representing Graphs and Graph Isomorphism (Chapter 10.3) Connectivity (Chapter 10.4). a. a. d. b. b. d. c. c. Vertex. Initial Vertex. Terminal Vertices.

491 views • 48 slides

Representing Graphs and Graph Isomorphism (Chapter 10.3) Connectivity (Chapter 10.4)

Instructor Longin Jan Latecki latecki@temple.edu Extended and modified version of slides by Y. Peng , U. of Maryland. Representing Graphs and Graph Isomorphism (Chapter 10.3) Connectivity (Chapter 10.4). a. a. d. b. b. d. c. c. Vertex. Initial Vertex. Terminal Vertices.

639 views • 47 slides

What is speed?

What is speed?. Speed is a measure of how far an object moves in a given time. This car is travelling at 60 mph. This means the car travels 60 miles every hour. This jet is travelling at 350 m/s. This means the jet travels 350 metres every second. How is velocity different to speed?.

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Based on slides by Y. Peng University of Maryland

Based on slides by Y. Peng University of Maryland. Representing Graphs and Graph Isomorphism (Chapter 10.3) Connectivity (Chapter 10.4). a. a. d. b. b. d. c. c. Initial Vertex. Vertex. Adjacent Vertices. Terminal Vertices. a. a. b, c, d. c. b. b. a. a, d. c. c. a, d.

513 views • 43 slides

Based on slides by Y. Peng University of Maryland

Based on slides by Y. Peng University of Maryland. Representing Graphs and Graph Isomorphism (Chapter 10.3) Connectivity (Chapter 10.4). a. a. d. b. b. d. c. c. Initial Vertex. Vertex. Adjacent Vertices. Terminal Vertices. a. a. b, c, d. c. b. b. a. a, d. c. c. a, d.

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Chapter 9 (Part 2): Graphs

Chapter 9 (Part 2): Graphs. Graph Terminology (9.2) (cont.) Representing Graphs & Graph Isomorphism (9.3) Connectivity (9.4). Graph Terminology (9.2) (cont.). Some special simple graphs

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497 views • 42 slides

Advanced Topics in Data Mining Special focus: Social Networks

Advanced Topics in Data Mining Special focus: Social Networks. Reminders. By the end of this week/ beginning of next we need to have a tentative presentation schedule Each one of you should send me an email about a theme by Friday, February 22. What did we learn in the last lecture?.

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Graphs

Graphs. Rosen, Chapter 8. NOT ONE OF THESE!. One of these!. d. a. e. b. c. A Simple Graph. G = (V,E) V is set of vertices E is set of edges. V = {a,b,c,d,e} E = {(a,b),(a,d),(b,c),(c,d),(c,e),(d,e)}. d. a. e. b. c. A Directed Graph. G = (V,E) V is set of vertices

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Special Graphs

Special Graphs.

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Verification of Graph Transformation Systems

Verification of Graph Transformation Systems. Arman Sheikholeslami armanpts@mail.upb.de. Graph and GTS. Directed Graph is set of vertices. is set of edges. often used to model static characteristics of a system. Graph Transformation System

336 views • 25 slides

Based on slides by Y. Peng University of Maryland

Based on slides by Y. Peng University of Maryland. Representing Graphs and Graph Isomorphism (Chapter 8.3) Connectivity (Chapter 8.4). a. a. d. b. b. d. c. c. Initial Vertex. Vertex. Adjacent Vertices. Terminal Vertices. a. a. b, c, d. c. b. b. a. a, d. c. c. a, d. d.

335 views • 25 slides

Based on slides by Y. Peng University of Maryland

Based on slides by Y. Peng University of Maryland. Representing Graphs and Graph Isomorphism (Chapter 9.3) Connectivity (Chapter 9.4). a. a. d. b. b. d. c. c. Initial Vertex. Vertex. Adjacent Vertices. Terminal Vertices. a. a. b, c, d. c. b. b. a. a, d. c. c. a, d. d.

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CS1022 Computer Programming & Principles

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Graph-02

Graph-02. Adjacency list. Graph representation. Adjacency matrix. Graph representation. When sparse use adjacency list When dense use adjacency matrix. Graph representation. Isomorphic Graph.

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Around the World: Chinese

Part two of our unit. Around the World: Chinese. Standards addressed in the Unit. SC K-5.1: Use symbols (drawings, letters and words) to create written communications (for example notes, messages, and lists) to inform a specific audience.

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Picture Graphs

Picture Graphs. By: Edith Gonzalez. Teacher and Children Interaction. What is a graph? How can we use a graph? When can we use a graph?. Activities. Collect and organize data in lists, tables, and simple graphs. Possible graphs: Are you a boy or a girl?

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THE KEY QUALITIES OF A VISUAL AID Poor visual aids will offend the audience

A Good slide COMPLEMENTS and ILLUSTRATES what is to be said. It is easy to READ and its objectives should be OBVIOUS Clear meaning Easy to read Nothing superfluous Attractive Intriguing. It does NOT : CONFUSE FRUSTRATE ANNOY DISTRACT STRAIN the audience.

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Simple Graph Warmup

124 views • 5 slides