'Projective plane' presentation slideshows

The 2D Projective Plane

The 2D Projective Plane. Points and Lines. The 2D projective plane. A point in a plane is represented by (x, y) in R 2 (x, y) is also a vector Homogeneous representation point ( x 1 , x 2 , x 3 ) x= x 1 / x 3 y = x 2 / x 3

1.37k views • 90 slides

Projective Geometry

1.01k views • 64 slides

Projective Geometry and Geometric Invariance in Computer Vision

Projective Geometry and Geometric Invariance in Computer Vision. Babak N. Araabi Electrical and Computer Eng. Dept. University of Tehran. Workshop on image and video processing Mordad 13, 1382. Do parallel lines intersect?. Perhaps!. Fifth Euclid's postulate.

945 views • 54 slides

Objective

622 views • 39 slides

MUBs and some other quantum designs

MUBs and some other quantum designs. Aleksandrs Belovs and Juris Smotrovs. Outline of the talk. Combinatorial designs Optimal quantum measurement problem (MUBs, SIC POVMs) Quantum designs MUBs and SIC POVMs as quantum designs Links with problems in combinatorics Conclusion.

539 views • 36 slides

Hypergraphs

839 views • 35 slides

The Math Behind the Compact Disc

The Math Behind the Compact Disc. Linear Algebra and Error-Correcting Codes. william j. martin. mathematical sciences. wpi wednesday december 3. 2008 fairfield university. How the device works.

816 views • 33 slides

Projective Geometry and Camera Models

Projective Geometry and Camera Models. Lu Zhang Imaging, Robotics, & Intelligent Systems Laboratory The University of Tennessee March 6, 2005. Outline. Projective Geometry - Basic principles in Projective Geometry - The projective line - The projective plane

317 views • 30 slides

304 views • 30 slides

MAT 360 Lecture 4

MAT 360 Lecture 4. Projective and affine planes. Undefined terms. Point Line Incidence. Incidence Axioms. For each point P and for each point Q not equal to P there exists a unique line incident with P and Q. For every line T there exist at least two distinct points incident with T.

290 views • 22 slides

4. Topic

307 views • 17 slides

How do they do that?

How do they do that?. Assign a symbol to cards on a straight line . Each pair of cards define a unique line... ...so have a unique symbol in common! 7 parallel lines per direction. 8 directions... Can assign extra cards for intersection of parallel lines.

141 views • 7 slides