how do i use the in-built inv function to calculate a matrix inverse and then calculate A-1A and AA-1.
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David Craven
le 6 Sep 2017
Réponse apportée : James Tursa
le 6 Sep 2017
how do i use the in-built inv function to calculate a matrix inverse and then calculate A-1A and AA-1.
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Cam Salzberger
le 6 Sep 2017
Hello David,
Strictly speaking, you would do it like this:
Ainv = inv(A);
Ainv*A
A*Ainv
However, as Stephen pointed out, there are faster and more accurate methods for calculating the inverse when you plan to solve linear equations or include it in some matrix algebra. These two commands are mathematically equivalent, but will be faster and more precise:
A\A % equivalent to Ainv*A
A/A % equivalent to A*Ainv
-Cam
2 commentaires
Cam Salzberger
le 6 Sep 2017
Modifié(e) : Cam Salzberger
le 6 Sep 2017
Well, if line 2 of that file is:
Inverse = %calculate the inverse of a matrix with the inv function
then that looks incomplete to me. Maybe you should just remove those lines, and keep it to the other lines only.
-Cam
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James Tursa
le 6 Sep 2017
The comment character % needs to be at the beginning of the comments. So these lines
Inverse = %calculate the inverse of a matrix with the inv function
Result1 = %calculate Inverse times A
Result2 = %calculate A times Inverse
should be this instead
% Inverse = calculate the inverse of a matrix with the inv function
% Result1 = calculate Inverse times A
% Result2 = calculate A times Inverse
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