Does any one know how to implement Gaussian Jordan Elimination in maple?

I will pay 50$ to one that will show me how to do it!!!!!

12/13/2006 11:53:53 AM

i wish i did i could really use $50

12/13/2006 12:05:34 PM

no problem.

but what are you trying to do?

example: solve Ax=b or find A^-1
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OK suppose you want to find A^-1
For gauss-jordan you augment the original matrix with the identity of the appropriate dimension.
A --> [A|I]
Then you perform elementary operations until the Identity is formed on the left(where A was) and the inverse will appear on the right side.

The easiest way to do this in maple is to follow this example;

A:=Matrix([[2,1,1],[4,-6,0],[-2,7,2]]);
I3:=IdentityMatrix(3);

ReducedRowEchelonForm( <A |I3 > ) ;

The right hand side of the result is the A Matrix inverse.


If you need something else let me know. And you can mail me my check.

[Edited on December 13, 2006 at 12:37 PM. Reason : stupid smiley]

12/13/2006 12:23:57 PM

http://www.public.asu.edu/~sergei/linalg/342CLab2.doc

12/13/2006 12:30:53 PM

so all you wanted to know was how to do was elementary row operations in maple? And you couldn't figure that out???

1. drop out of college
2. kill yourself
3. profit

[Edited on December 13, 2006 at 3:26 PM. Reason : .]

12/13/2006 3:26:29 PM

Quote :

"That would be useful info--it also would be cheating . . . Man--I can't tell you how disappointing this is. Sorry to go all sappy on you like this but how about as an alternative: study. Anyone who shares info like this with you is also cheating. The accounting profession doesn't need this--try advertising."

12/13/2006 3:28:03 PM

aint nøne øf u gettin 5ø døllaz

12/13/2006 3:38:28 PM

Quote :

" Major:Mathematics Class:Junior "

you should have been able to answer this yourself. What a shame on the math department, you should have never been matriculated.

[Edited on December 13, 2006 at 3:51 PM. Reason : removed personal info-- OH WELL]

12/13/2006 3:45:41 PM

i can't believe you're asking this, either.

in matlab, it's a single command: rref(A). in maple, you may want to check the linalg package. single command.

sigh

12/14/2006 2:48:48 PM