'Convex polygons' presentation slideshows

Computer Graphics Viewing

Computer Graphics Viewing. Shmuel Wimer Bar Ilan Univ., School of Engineering. Clipping Window. Viewport. World Coordinates. The clipping window is mapped into a viewport. Viewing world has its own coordinates, which may be a non-uniform scaling of world coordinates. Viewport Coordinates.

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Path Planning in Games

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Computer Graphics

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Discrete geometry

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Journal 6

Journal 6. Jaime Rich. Polygons:. A polygon is any closed shape with straight edges, or sides. Polygon Parts:. Side: a segment that forms a polygon Vertex: common endpoint of sides. Diagonal: segment that connects 2 non-consecutive vertices. EX:. a. a bcde is a polygon. b. c. d. e.

438 views • 32 slides

Motion and Manipulation

Motion and Manipulation. 2009/2010 Frank van der Stappen Game and Media Technology. Context. Robotics. Games (VEs). Geometry. Path Planning. Robotics. Path Planning. Autonomous Virtual Humans (Creatures). Motions. User in a virtual environment: Collision detection

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Motion and Manipulation

Motion and Manipulation. 2008/09 Frank van der Stappen Game and Media Technology. Context. Robotics. Games (VEs). Geometry. Motion Planning. Robotics. Motion Planning. Autonomous Virtual Humans (Creatures). Motions. User in VE: Collision detection Autonomous entity: motion planning.

437 views • 31 slides

Finding Large Sticks and Potatoes in Polygons.

Finding Large Sticks and Potatoes in Polygons. Matya Katz and Arik Sityon Ben-Gurion University. Olaf Hall-Holt St. Olaf College. Joseph S.B. Mitchell Stony Brook University. Piyush Kumar Florida State University. Motivation. Natural Optimization Problems

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1. Opener a-c) True or false? If false, provide the counterexample.

1. Day 7. 1. Opener a-c) True or false? If false, provide the counterexample. a) Three lines must intersect at three points. b) Two acute angles can never be supplementary. c) Every line has a midpoint. d) What is m ? e) What is the midpoint between (2,-12) and (-4, -10)?

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Last Time

Last Time. Drawing lines Inside/Outside tests for polygons. Today. Drawing Polygons. What is inside - 1?. Easy for simple polygons - no self intersections or holes OpenGL requires these. Undefined for other cases OpenGL also requires convex polygons

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Linear Programming

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Geometric Modeling

Geometric Modeling. How to design a graphical model? How to create a digital description of a real-world object?. Design Digitize. By other names. Data Generation CAD: Computer-Aided Design CAAD: Computer-Aided Architectural Design Geometric Modeling Computational Geometry.

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Standard:

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POLYGONS Objectives

POLYGONS Objectives. Defining and Classifying Polygons and Related Terms Practice writing definitions Learn more vocabulary Use Lesson 1.4 as reference http:// natasha.paunovska.com /subjects/geometry-honors/.

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Objectives: Classify Polygons

Section 3-4 Polygon Angle-Sum Theorem SPI 32A: Identify properties of plane figures from information given in a diagram. Objectives: Classify Polygons Find the sums of the measures of the interior and exterior angle of polygons. Polygon:

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Comparing Polygons

Comparing Polygons. Lesson 6. Look at the following chart. Work with your group to try to come up with a definition for a polygon. These are polygons These are not polygons. Write down what your group notices from each column.

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6.1

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Plane Geometry Unit 7 - Quadrilaterals

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6.1 Polygons

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