Interfaces of the future now available augmented reality - google glass - 3 d sensors
1 E. Angel and D. Shreiner: Interactive Computer Graphics 6E © Addison-Wesley 2012 Transformations Ed Angel Professor Emeritus of Computer Science University.
XNA L02–Basic Matrices and Transformations
3D Road Profiling Using Stereography Paper80963
Manipulator Kinematics
3) 3D Transformations
1 Lecture 7 Geometrical Transformations: 2D transformations 3D transformations Matrix representation OpenGL functions.
CS 395/495-26: Spring 2004 IBMR: 2-D Projective Geometry --Introduction-- Jack Tumblin [email protected].
CS 395/495-26: Spring 2003 IBMR: Week 2 B 2-D Projective Geometry Jack Tumblin [email protected].
Machine Translation Dr. Nizar Habash Research Scientist Center for Computational Learning Systems Columbia University COMS E6998: Topics in Computer Science.
2D Transformations. Translation x’ = x + tx y’ = y + ty translation vector: T = P = P’ = P’ = P + T x y (x,y) (x’,y’) tx ty xyxy x’ y’
Geometric transformations The Pipeline Some slides are based on Shay Shalom slides from TAU Computer Graphics Ben-Gurion University of the Negev Fall 2012.
