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  • Matrix-vector multiplication is a linear transformation.
  • Matrix-vector product is associative
  • Matrix-vector products
  • Multiplication
  • Multiplication by a change of coordinates matrix converts representations for different bases.
  • Multiplication by a Hermitian matrix commutes with the standard inner product on C^n.
  • Multiplication of block/partitioned matrices
  • Multiplicity
  • Multiplying a row by a scalar multiplies the determinant by that scalar.
  • Nilpotent matrices
  • Non-example of a linear transformation
  • Nonsingular matrices and equivalences
  • Normal matrices
  • Norm and length
  • Notation for entry of matrix
  • Notation for the set of m by n matrices
  • Operations on matrices
  • Orthogonality
  • Orthogonality and projection
  • Parametric form of the solution set of a system of linear equations
  • Parametric vector form of the solution set of a system of linear equations
  • Particular types of matrices
  • Projection
  • Proof of several equivalences for nonsingular matrix
  • QR decomposition
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