An Introduction to Matrices
Author:
Johan Claeys
Content URL: Link To Content
About An Introduction to Matrices:
Contents:
# Definitions
* Matrix
* Square matrix
* Diagonal matrix
* Row matrix
* Column matrix
* Matrices of the same kind
* The tranpose of a matrix
* 0-matrix
* An identity matrix I
* A scalar matrix S
* The opposite matrix of a matrix
* A symmetric matrix
* A skew-symmetric matrix
# The sum of matrices of the same kind
* Sum of matrices
* Sum properties
# Scalar multiplication
* Definition
* Properties
# Sums in math
# Multiplication of a row matrix by a column matrix
# Multiplication of two matrices A.B
# Properties of multiplication of matrices
* Associativity
* Distributivity
* Theorem 1
* Theorem 2
* Theorem 3
* Theorem 4
* Theorem 5
# Definitions
* Matrix
* Square matrix
* Diagonal matrix
* Row matrix
* Column matrix
* Matrices of the same kind
* The tranpose of a matrix
* 0-matrix
* An identity matrix I
* A scalar matrix S
* The opposite matrix of a matrix
* A symmetric matrix
* A skew-symmetric matrix
# The sum of matrices of the same kind
* Sum of matrices
* Sum properties
# Scalar multiplication
* Definition
* Properties
# Sums in math
# Multiplication of a row matrix by a column matrix
# Multiplication of two matrices A.B
# Properties of multiplication of matrices
* Associativity
* Distributivity
* Theorem 1
* Theorem 2
* Theorem 3
* Theorem 4
* Theorem 5