Discussion:
Matrix Adjoint
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HardySpicer
2010-03-11 19:24:36 UTC
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I can only find Matrix inverse. Is there an adjoint vi?


Hardy
Laura
2010-03-17 18:21:42 UTC
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Post by HardySpicer
I can only find Matrix inverse. Is there an adjoint vi?
Hardy
Hello Hardy,

Your question was mirrored to the NI Discussion Forums and someone has
provided a response there. You can view it here:
http://forums.ni.com/ni/board/message?board.id=170&message.id=481896#M481896

Regards,
Laura
HardySpicer
2010-03-19 19:16:14 UTC
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Post by Laura
Post by HardySpicer
I can only find Matrix inverse. Is there an adjoint vi?
Hardy
Hello Hardy,
Your question was mirrored to the NI Discussion Forums and someone has
provided a response there. You can view it here:http://forums.ni.com/ni/board/message?board.id=170&message.id=481896#...
Regards,
Laura
Thanks but transpose matrix has nothing to do with adjoint. The
inverse of a matrix is the adjoint divided by the determinant. The
adjoint is the transpose of the matrix of co-factors.


Hardy
Laura
2010-03-29 17:52:18 UTC
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Hi Hardy,

To have the community read your message you should go to the NI Forums
and post your response: http://forums.ni.com/ni/board/message?board.id=170&message.id=481896#

Regards,
Laura

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