 Matrix Norm - Maple Help

Maplets[Examples][LinearAlgebra]

 MatrixNorm
 display a graphical interface to the MatrixNorm function Calling Sequence MatrixNorm(M) Parameters

 M - square Matrix Description

 • The MatrixNorm(M) calling sequence displays a Maplet application that returns the matrix norm of M.
 • A definition of the matrix norm is given in the Maplet application.
 • By using the Norm drop-down box, control the matrix norm returned.
 • By using the Matrix has real values check box, control the algorithm used to calculate the matrix norm. If the matrix has real entries, a faster algorithm can be used. The default value is determined by using the value of $\mathrm{has}\left(M,I\right)$, which returns true if M has complex entries. That is, it is selected, by default, only if M has no complex entries.
 Note: If Matrix has real values is selected and the matrix has any complex entries, an incorrect result may be returned.
 • By using the Evaluate result check box, control whether the Maplet application returns the matrix norm of M or the calling sequence required to calculate the matrix norm in the worksheet. The default behavior is to evaluate the result, that is, return the norm.
 • The MatrixNorm sample Maplet worksheet demonstrates how to write a Maplet application that functions similarly to the Maplet application displayed by this routine. Examples

 > $\mathrm{with}\left({{\mathrm{Maplets}}_{\mathrm{Examples}}}_{\mathrm{LinearAlgebra}}\right):$
 > $\mathrm{MatrixNorm}\left(⟨⟨1,3⟩|⟨2,5⟩⟩\right)$