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Linear Algebra Quick Study Guide (Palm OS)





Linear Algebra Quick Study Guide (Palm OS)
Version: 9.1

Platforms: Palm


Categories: Science & Education

Upload date: 15 Nov 11

Developer: MobileReference

License: Shareware

Price: 19.99 $

Downloads: 29

File Size: 195 Kb
Download Free Trial of Linear Algebra Quick Study Guide (Palm OS) 



Rating: 1.7/5 (Total votes: 3)




  Linear Algebra Quick Study Guide (Palm OS) - Boost Your grades with this illustrated quick-study guide. You will use it from college to graduate school and beyond. Intended for everyone interested in Math and Science, particularly undergraduate and graduate students.

Table of Contents:

I. Linear equations

System of linear equations
Determinant
Minor
Cauchy-Binet formula
Cramer's rule
Gaussian elimination
Gauss-Jordan elimination
Strassen algorithm

II. Matrices

Matrix addition
Matrix multiplication
Basis transformation matrix
Characteristic polynomial, Characteristic Equation
Trace
Eigenvalue, eigenvector and eigenspace
Cayley-Hamilton theorem
Spread of a matrix
Symbolic Computation of Matrix Eigenvalues
Jordan normal form
Rank
Matrix inversion,
Pseudoinverse
Adjugate
Transpose
Dot product
Symmetric matrix
Matrix congruence
Congruence relation
Orthogonal matrix
Skew-symmetric matrix
Conjugate transpose
Unitary matrix
Hermitian matrix, Antihermitian
Positive definite: matrix, function, bilinear form
Identity matrix
Pfaffian
Projection
Diagonal matrix, main diagonal
Diagonalizable matrix
Similar matrix
Tridiagonal matrix
Hessenberg matrix
Triangular matrix
Spectral theorem
Stochastic matrix
Toeplitz matrix
Circulant matrix
Hankel matrix
Vandermonde matrix
Block matrix
(0,1)-matrix
Normal Matrix
Sparse matrix
Woodbury matrix identity
Perron-Frobenius theorem
List of Matrices

III. Matrix decompositions

Block LU Decomposition
Cholesky decomposition
LU decomposition
QR decomposition
Spectral theorem
Singular value decomposition
Schur decomposition
Schur complement

IV. Computations

Transformation Matrix
Householder transformation
Least squares, linear least squares
Gram-Schmidt process

V. Vectors

Unit Vector
Pseudovector
Normal Vector
Tangential and Normal Components
Scalar multiplication
Linear combination
Linear span
Linear independence
Basis

VI. Vector spaces

Basis=Hamel basis
Dimension theorem for vector spaces=Hamel dimension
Examples of vector spaces
Linear map
Galilean transformation, Lorentz transformation
Row and Column space
Null space
Rank-nullity theorem
Dual space
Linear function
Linear functional
Orthogonality
Orthogonal complement
Orthogonal projection
Improper rotation
Category of vector spaces
Subspace
Linear Subspace
Normed vector space
Inner product space

VII. Affine space

Affine transformation
Affine group
· Clear and concise explanations
· Difficult concepts are explained in simple terms
· Illustrated with graphs and diagrams
· Search for the words or phrases
· Access the guide anytime, anywhere - at home, on the train, in the subway.
· Use your down time to prepare for an exam.
· Always have the guide available for a quick reference.
· Automatic synchronization between the handheld and the desktop PC. You could read half of the book on the handheld, then finish reading on the desktop. Annotations and drawings are also synchronized.

· FREE chapters on Linear Equations, Determinant, and more in the trial version.
 
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Requirements: MobiPocket Reader (Palm OS)
 

Supported operating systems: Palm OS 3.x, Palm OS 4.x, Palm OS 5.x
 

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