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Matrix Definitions

UnityElementarySymmetric


Diagonal Matrix with main diagonal elements = 1


All elements = 0 except for a single 1


Square Matrix with aij = a
ji

SquareDiagonalNull
Same number of rows and columns


Square Matrix with aij = 0 for all i ¹ j


All elements = 0

Singular
Value of determinant = 0

Determinant

Adjoint

Square Matrix where aij is replaced with I, j cofactor multiplied by (-1)i·j.

Adjoint A = adj A

Rank

  1. Maximum number of linearly independent columns of the matrix A.

  2. Order of the longest nonsingular matrix contained in matrix A.

Rank of A = Rank of A'    
Rank of A = Rank of A'A  
Rank of A = Rank of A A'

Transpose

Matrix where rows and columns are interchanged.

Transpose A = A

(A')' = A
(kA)' = kA'
(A+B)' = A'+B'
(AB)' = B'A'

 
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RF Cafe
Erie, PA
(814) 833-1967

A Disruptive Web Presence
GPS Coordinates:
N 42°04.577', W 080°11.757'

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