'Function handle' presentation slideshows

Numerical Techniques

Numerical Techniques. Solving a Set of Linear Equations. Example:. + 2 = 1 2 - + 4 = -1 -2 + + 3 = 2. and. where. MATLAB can solve for using matrix left division: x = AB. % Solving a set of linear equations. A = [ 1 2 0 2 -1 4

441 views • 29 slides

Numerical Techniques

Numerical Techniques. Solving a Set of Linear Equations. Example:. + 2 = 1 2 - + 4 = -1 -2 + + 3 = 2. and. where. MATLAB can solve for using matrix left division: x = AB. % Solving a set of linear equations. A = [ 1 2 0 2 -1 4

430 views • 29 slides

Introduction to Matlab

Introduction to Matlab. Part IV.

315 views • 29 slides

Ninf-G: GridRPC System

Ninf-G: GridRPC System. Tokyo Institute of Technology Kento Aida. GridRPC System. A simple RPC-based programming model for the Grid Client invokes remote libraries installed on remote servers on the Grid. Key property: EASE OF USE Very simple RPC API

401 views • 25 slides

CMPSC 200 Spring 2013 Lecture 38

CMPSC 200 Spring 2013 Lecture 38. November 18 or 20 , 2013 (depending on section). ODE Examples. There are times when you may need to solve ODE for systems of equations or higher order ODEs.

300 views • 22 slides

Functions in Matlab

Functions in Matlab. Builtin and user defined functions. Builtin Functions. Exponential exp(x) sqrt(x) Logarithmic log(x) natural logarithm ln log10(x) log2(x). Builtin continued. numeric ceil(x) round to nearest integer towards + ?

382 views • 22 slides

Three types of remote process invocation

312 views • 20 slides

Numerical Differentiation and Quadrature (Integration )

350 views • 18 slides

Overview of GridRPC: A Remote Procedure Call API for Grid Computing

Overview of GridRPC: A Remote Procedure Call API for Grid Computing. Keith Seymour Hidemoto Nakada Satoshi Matsuoka Jack Dongarra Craig Lee Henri Casanova. Collaborators. Hidemoto Nakada National Institute of Advanced Industrial Science and Technology (AIST) Tokyo Institute of Technology

303 views • 16 slides

Introduction to MATLAB Session 4

371 views • 14 slides

Ordinary differential equations 1

Ordinary differential equations 1. Single variable systems. Simplest ODE (linear, single variable) is the model for exponential decay :

316 views • 8 slides