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"Eigenvectors" references for the Electrical Engineer
Entries 1 through 2 of 2 were returned.
| Name |
Type |
Details
|
| Introduction to Matrix Algebra
|
Book |
Description: The author is at the University of South Florida.
[show less...]
Author(s): Kaw, Autar K.
License: Commercial
Format: PDF
Price: $7.50 download. Some chapters available free.
URL: http://autarkaw.com/ books/ matrixalgebra/ index.html
Limitations: The entire text is no longer available as a free download, although some chapters are still available.
ReviewText: 192 page full-text PDF. Chapter headings include:
- Vectors
- Binary Matrix Operations
- Unary Matrix Operations
- Systems of Equations
- Gaussian Elimination
- LU Decomposition
- Gauss-Siedal Method
- Eigenvalues and Eigenvectors
This is a basic college freshman level text. If you forgot everything you learned about matrices in college, or are just coming up to speed on the subject, this may be the text for you. It teaches by example, and doesn't get bogged down in extensive discussions or mathematical theory.
Keywords: matrices
, vectors
, Eigenvalues
, Eigenvectors
, Gaussian Elimination
, LU Decomposition
, Gauss-Siedal Method
Submitter: EE HomePage Editorial Staff
Affiliation: Reader
xml_ID: 1147535765 ( single entry page)
|
| Introduction To Vectors and Tensors
|
Book |
Description: This 314 page full text lays out the basics of Linear and Multilinear Algebra.
[show less...]
Author(s): Bowen, Ray
& Wang, C.C.
License: Commercial
Format: PDF
Price: free online
URL: http://www1.mengr.tamu.edu/ rbowen/
ReviewText: Contents include:
- Elementary Matrix Theory
- Sets, Relations and Functions,
- Vector Spaces
- Linear Transformations
- Determinants and Matrices
- Spectral Decompositions
- Eigenvectors & Eigenvalues
- Tensor Algebra
- Euclidean Manifolds
At the same site, you can also download Introduction to Continuum Mechanics for Engineers.
Keywords: matrices
, Eigenvalues
, Eigenvectors
, matrix theory
, vector spaces
, linear transformations determinants
, spectral decomposition
, tensor algebra
, Euclidean Manifolds
Submitter: EE HomePage Editorial Staff
Affiliation: None
xml_ID: 1147644388 ( single entry page)
|
No matching Tools were found.
No matching Orgs were found.