'Discrete points' presentation slideshows

A TASTE OF CHAOS

659 views • 50 slides

Random Variables

Random Variables. an important concept in probability. A random variable , X, is a numerical quantity whose value is determined be a random experiment. Examples Two dice are rolled and X is the sum of the two upward faces.

679 views • 42 slides

Solving Large Sparse Linear Systems

Solving Large Sparse Linear Systems. Ruth Shaw Dept. of CS & Appl. Stats. UNB Saint John. Outline. Solving Linear Systems Iterative Methods Jacobi Method PDE Example Designing the Parallel Algorithm. Solving Linear Systems. Ax = b. Iterative Methods. Jacobi Gauss-Seidel

619 views • 37 slides

On Multiple Point Coverage in Wireless Sensor Networks

On Multiple Point Coverage in Wireless Sensor Networks. Shuhui Yang y , Fei Dai z , Mihaela Cardei y , and Jie Wu y Department of Computer Science and Engineering Florida Atlantic University Boca Raton, FL 33431 IEEE 2nd Intl. Conf. on Mobile Ad-hoc and Sensor Systems (MASS'05) , Nov. 2005.

482 views • 37 slides

Function Compositions and Inverses

364 views • 22 slides

Accurate Implementation of the Schwarz-Christoffel Tranformation

Evan Warner. Accurate Implementation of the Schwarz-Christoffel Tranformation. What is it?. A conformal mapping (preserves angles and infinitesimal shapes) that maps polygons onto a simpler domain in the complex plane Amazing Riemann Mapping theorem:

273 views • 12 slides

Part Five

Part Five. Curve Fitting. y. x. x = c. y. Motivation. In all practical engineering cases, the sampling data are acquired at discrete points. . sampling points. interpolation points.

189 views • 6 slides

Parallelization of a Non-Linear Analysis Code

Parallelization of a Non-Linear Analysis Code Travis Whitlow Alabama A & M University Research Alliance in Math and Science Computer Science and Engineering Division Mentors: Dr. Lee Hively and Dr. Jim Nutaro http://www.csm.ornl.gov/Internships/rams_07/abstracts/t_whitlow.pdf Research

342 views • 1 slides