'Scaling matrix' presentation slideshows

Computer Graphics 2D Transformations

1.51k views • 74 slides

Exploiting On-chip Memory Bandwidth in the VIRAM Compiler

Exploiting On-chip Memory Bandwidth in the VIRAM Compiler. Dave Judd, Katherine Yelick, Christoforos Kozyrakis, David Martin, and David Patterson http://iram.cs.berkeley.edu/. Data Cache (8KB). IRAM Overview. A processor architecture for embedded/portable systems running media applications

623 views • 50 slides

Module 2

Module 2. Prepared by Elizabeth Isaac DCS, RSET. 2D Transformations. Transformation is the back bone of computer graphics. 2D images uses lines, curves.. enables to manipulate the orientation, shape, size and location of the object. Translation Rotation Scaling Reflection Shearing.

411 views • 30 slides

Tutorial 1

Tutorial 1. Course Outline Homogeneous Coordinates. Matrix Multiplication Rule. Matrices make linear transformations of vectors. Translation, Scaling, Rotation of Vectors. Translation in Homogeneous coordinates. Now, we can write the translation as the multiplication by

367 views • 19 slides

Tutorial 1

Tutorial 1. Course Outline Homogeneous Coordinates. Matrix Multiplication Rule. Matrices make linear transformations of vectors. Translation, Scaling, Rotation of Vectors. Translation in Homogeneous coordinates. Now, we can write the translation as the multiplication by

196 views • 19 slides

x 1

The green polygon represents the position of an image after it has been arbitrarily translated, rotated, and scaled with respect to the original x1y1 coordinate system. All of the values shown here are known. Note the width of the polygon is (xmax-xmin) and the height is (ymax-ymin). x 1. ymin.

155 views • 5 slides