'Point q' presentation slideshows

Surface normals and principal component analysis (PCA)

Surface normals and principal component analysis (PCA). 3DM slides by Marc van Kreveld. Normal of a surface. Defined at points on the surface: normal of the tangent plane to the surface at that point Well-defined and unique inside the facets of any polyhedron

798 views • 62 slides

Chapter 15

690 views • 55 slides

Assignments and Procs w/ Params

Assignments and Procs w/ Params. EOPL3 Chapter 4. Expressible vs. Denotable values. Expressible Values the language can express and compute these represented in the language's syntax as expressions Denotable Values represented in syntax by declarations

596 views • 48 slides

Assignments and Procs w/ Params

477 views • 40 slides

565 views • 37 slides

WSPD Applications

WSPD Applications. Agenda. Reminders Spanner of bounded degree Spanner with logarithmic spanner diameter Applications to other proximity problems. Reminder: Well Separated Pairs. Let s > 0 be a real number and A, B are two finite sets of points in R d .

468 views • 35 slides

Lec 23 Memory Maps Primitive variables and Reference (object) variables

Lec 23 Memory Maps Primitive variables and Reference (object) variables. Reminder. Primitive variables of type int, double, char, boolean the variable contains the data Object variables of type String, Point, Pad, Dairy, int [] (i.e. array) refer to an object (or contain null)

431 views • 28 slides

474 views • 27 slides

509 views • 25 slides

546 views • 25 slides

Identify lines of symmetry in simple shapes and recognise shapes with no lines of symmetry.

485 views • 23 slides

380 views • 19 slides

Section 1-2: Points, Lines, and Planes

Section 1-2: Points, Lines, and Planes. Goal 2.02: Apply properties, definitions, and theorems of angles and lines to solve problems. Essential Questions. 1.) How do you identify and model points, lines, and planes?

378 views • 14 slides

The Point Class

The Point Class. public class Point { public double x; public double y; public Point(double x0, double y0) { x = x0; y = y0; } public double distance(Point p) {

240 views • 12 slides

Lesson 19

Lesson 19. Reflections, Rotations, and Translations on the Coordinate Plane. Transformations. A transformation can be used to change a figures position.

264 views • 11 slides

10.1 The Law of Cosines

10.1 The Law of Cosines. Objective: Solve oblique triangles by using the Law of Cosines. The Law of Cosines. Label all sides and angles using standard notation. R. p. t. Standard Notation. Solve triangle ABC shown below:. Ex. #1 Solve a Triangle with SAS Information.

307 views • 9 slides

WHAT DOES PQC STAND FOR?

237 views • 6 slides