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2D Transformations

2D Transformations

2D Transformations. y. y. x. x. y. x. 2D Transformation. Given a 2D object, transformation is to change the object’s Position (translation) Size (scaling) Orientation (rotation) Shapes (shear). Point representation.

By paul
(399 views)

Parallel Programming in C with MPI and OpenMP

Parallel Programming in C with MPI and OpenMP

Parallel Programming in C with MPI and OpenMP. Michael J. Quinn. Chapter 8. Matrix-vector Multiplication. Chapter Objectives. Review matrix-vector multiplicaiton Propose replication of vectors Develop three parallel programs, each based on a different data decomposition. Outline.

By teal
(5 views)

Physics 2011 – General Physics

Physics 2011 – General Physics

Physics 2011 – General Physics. Fall, 2005 Scott Norr. Instructor: Scott R.Norr, PE. BSEE – North Dakota State University – 1986 Registered Professional Engineer, MN –1994 Minnesota Power – 1986 to 1997 ECE Dept. at UM – Duluth - 1999 to Present. Physics 2011.

By mura
(124 views)

Mathematics for Computer Graphics (Appendix A)

Mathematics for Computer Graphics (Appendix A)

Mathematics for Computer Graphics (Appendix A). 2001. 1. 10 Won-Ki Jeong. x. y. y. x. A-1. Coordinate Reference Frame. 2D Cartesian reference frame. 2D Polar Coordinate reference frame. 3D Cartesian reference frame. Right-handed v.s left-handed. Right-handed. Left-handed.

By yukio
(191 views)

Ravi Bhargava * Lizy K. John * Brian L. Evans Ramesh Radhakrishnan *

Ravi Bhargava * Lizy K. John * Brian L. Evans Ramesh Radhakrishnan *

Evaluating MMX Technology Using DSP and Multimedia Applications. Ravi Bhargava * Lizy K. John * Brian L. Evans Ramesh Radhakrishnan *. November 22, 1999. The University of Texas at Austin Department of Electrical and Computer Engineering * Laboratory of Computer Architecture.

By zoltin
(167 views)

Chapter 3. Vector

Chapter 3. Vector

Chapter 3. Vector. 1. Adding Vectors Geometrically       2. Components of Vectors       3. Unit Vectors       4. Adding Vectors by Components         5. Multiplying Vectors . Adding Vectors Graphically. General procedure for adding two vectors graphically:

By corina
(244 views)

Numerical Algorithms • Matrix multiplication • Solving a system of linear equations

Numerical Algorithms • Matrix multiplication • Solving a system of linear equations

Numerical Algorithms • Matrix multiplication • Solving a system of linear equations. ITCS 4/5145 Parallel Computing UNC-Charlotte, B. Wilkinson, Feb 28, 2012. Matrices — A Review An n x m matrix. Matrix Addition C = A + B Matrices A , B , and C .

By Leo
(19 views)

Engineering math Review

Engineering math Review

Engineering math Review. Trigonometry Systems of Equations Vectors Vector Addition and Subtraction Vector Multiplication. Trigonometry Review. Pythagorean Triples Sine, Cosine, and Tangent revisited. Law of Sines , Law of Cosines . Starting W ith Right Triangles. c. a. b.

By marcy
(85 views)

Physics 1025F Mechanics

Physics 1025F Mechanics

Physics 1025F Mechanics. ENERGY. Dr. Steve Peterson Steve.peterson@uct.ac.za. Chapter 6: Work and Energy. We have been using forces to study the translational motion of objects; Energy (and work) can provide an alternate analysis of this motion. ENERGY. Energy ….

By marci
(111 views)

CS 240A: Solving Ax = b in parallel

CS 240A: Solving Ax = b in parallel

CS 240A: Solving Ax = b in parallel. Dense A: Gaussian elimination with partial pivoting (LU) Same flavor as matrix * matrix, but more complicated Sparse A: Gaussian elimination – Cholesky, LU, etc. Graph algorithms Sparse A: Iterative methods – Conjugate gradient, etc.

By zorion
(91 views)

COMP 116: Introduction to Scientific Programming

COMP 116: Introduction to Scientific Programming

COMP 116: Introduction to Scientific Programming . Lecture 7 : Matrices and Linear Systems. Recap exercises. Indexing: what does A(3:7,5:end) return? Creating: how do you create this matrix? Statistical functions for matrices: min, max, sum, mean, std. A gambling game. One matrix M

By gizi
(96 views)

Spectral Mesh Processing

Spectral Mesh Processing

Spectral Mesh Processing. SIGGRAPH Asia 2011 Course Elements of Geometry Processing Hao (Richard) Zhang, Simon Fraser University. What do you see?. Solved in a new view …. !. ?. Different view or function space.

By hung
(205 views)

16.360 Lecture 13

16.360 Lecture 13

16.360 Lecture 13. Basic Laws of Vector Algebra. Scalars:. e.g. 2 gallons, $1,000, 35 ºC. Vectors:. e.g. velocity: 35mph heading south 3N force toward center. 16.360 Lecture 13. Cartesian coordinate system. z. A. . y. . x. 16.360 Lecture 13.

By peri
(124 views)

Transformations

Transformations

Transformations. Dr. Amy Zhang. Reading. • Hill, Chapter 4, Section 4.5 • Hill, Chapter 5. Vectors and Points Recap. Vectors, basis, frames, and points:. Geometric Transformations. Functions to map points from one place to another Geometric transformations can be applied to:

By tiara
(124 views)

PHY 113 A General Physics I 9-9:50 AM MWF Olin 101 Plan for Lecture 4: Chapter 3 – Vectors

PHY 113 A General Physics I 9-9:50 AM MWF Olin 101 Plan for Lecture 4: Chapter 3 – Vectors

PHY 113 A General Physics I 9-9:50 AM MWF Olin 101 Plan for Lecture 4: Chapter 3 – Vectors Abstract notion of vectors Displacement vectors Other examples. iclicker question Have you attended a tutoring session yet? Have you attended a lab session yet?

By kieran-bowman
(129 views)

Space Vectors Problem 3.19

Space Vectors Problem 3.19

Space Vectors Problem 3.19. Determine the moment about the origin of the coordinate system, given a force vector and its distance from the origin. This requires vector multiplication! ( Slides will advance automatically - or hit the space bar to advance slides .).

By tanisha-warner
(64 views)

Vector Multiplication: The Cross Product

Vector Multiplication: The Cross Product

Vector Multiplication: The Cross Product. When two vectors are “multiplied” to form a 3 rd vector, the new vector is called the cross product of the original vectors. Symbolically, you write. The magnitude of the cross product is given by.

By timothy-lamb
(198 views)

Today in Precalculus

Today in Precalculus

Today in Precalculus. Notes: Vector Operations Go over homework Homework. Vector Operations. Vector Addition Vector multiplication (multiplying a vector by a scalar or real number) Let u =  u 1 ,u 2  and v =  v 1 ,v 2  and k be a real number (scalar). Then:

By conan-keith
(108 views)

Welcome to MAR 6658

Welcome to MAR 6658

Welcome to MAR 6658. Course Title Quantitative Methods in Marketing IV: Psychometric and Econometric Techniques Prerequisites MAR 6507 or instructor permission Instructor Charles Hofacker Meeting Tue 1:00-5:00 Contact Info Email : chofack @ cob.fsu.edu Office : RBB 255

By sebastian-sykes
(102 views)

Computer Graphics

Computer Graphics

Computer Graphics. http:/ /viscomp.ucsd.edu/classes/cse167/ wi19. CSE 167 [Win 19] , Lecture 2: Review of Basic Math Ravi Ramamoorthi. To Do. Complete Assignment 0 (due Jan 16) Get help if issues with compiling, programming Any problems with edX edge?

By rsara
(0 views)

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