<--- Back to Details
First PageDocument Content
Numerical linear algebra / Jacobi method / GaussSeidel method / Iterative method / Diagonally dominant matrix / Numerical analysis / System of linear equations / Gaussian elimination / PROPT / Relaxation
Date: 2008-06-26 22:39:54
Numerical linear algebra
Jacobi method
GaussSeidel method
Iterative method
Diagonally dominant matrix
Numerical analysis
System of linear equations
Gaussian elimination
PROPT
Relaxation

578 CHAPTER 10 NUMERICAL METHODS

Add to Reading List

Source URL: college.cengage.com

Download Document from Source Website

File Size: 123,72 KB

Share Document on Facebook

Similar Documents

A spatially adaptive iterative method for a class of nonlinear operator eigenproblems Elias Jarlebring and Stefan G¨uttel NovemberMIMS EPrint:

A spatially adaptive iterative method for a class of nonlinear operator eigenproblems Elias Jarlebring and Stefan G¨uttel NovemberMIMS EPrint:

DocID: 1sXdd - View Document

GPGCD: An Iterative Method for Calculating Approximate GCD of Univariate polynomials Akira Terui Graduate School of Pure and Applied Sciences

GPGCD: An Iterative Method for Calculating Approximate GCD of Univariate polynomials Akira Terui Graduate School of Pure and Applied Sciences

DocID: 1rVLX - View Document

Lab Exercise: Iterative Newton method GEOS 626: Applied Seismology, Carl Tape GEOS 627: Inverse Problems and Parameter Estimation, Carl Tape Last compiled: February 25, 2015  Instructions

Lab Exercise: Iterative Newton method GEOS 626: Applied Seismology, Carl Tape GEOS 627: Inverse Problems and Parameter Estimation, Carl Tape Last compiled: February 25, 2015 Instructions

DocID: 1rE6x - View Document

MITSUBISHI ELECTRIC RESEARCH LABORATORIES http://www.merl.com Sparse Preconditioning for Model Predictive Control Knyazev, A.; Malyshev, A. TR2016-046

MITSUBISHI ELECTRIC RESEARCH LABORATORIES http://www.merl.com Sparse Preconditioning for Model Predictive Control Knyazev, A.; Malyshev, A. TR2016-046

DocID: 1rdHo - View Document

PSBLAS 2.4 & MLD2P4 1.2: Sparse Computations and Iterative Solvers on Parallel Computers  PSBLAS 2.4 &

PSBLAS 2.4 & MLD2P4 1.2: Sparse Computations and Iterative Solvers on Parallel Computers PSBLAS 2.4 &

DocID: 1qZa8 - View Document