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Nov 6 2014 08:54pm
Prove the partitioned matrix

(AB , 0)
(B , 0)

and

(0 , 0)
(B , BA)

Where K is any field, A is an element of K^(m×n), B is an element of K^(n×m) and both matrices in K^[(m+n)×(m+n)]

Any help is appreciated

This post was edited by 2wo1ne on Nov 6 2014 08:55pm
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Nov 7 2014 11:52am
Quote (2wo1ne @ Nov 6 2014 10:54pm)
Prove the partitioned matrix

(AB  ,  0)
(B  ,  0)

and

(0  ,  0)
(B  ,  BA)
are similar
Where K is any field, A is an element of K^(m×n), B is an element of K^(n×m) and both matrices in K^[(m+n)×(m+n)]

Any help is appreciated


Oops

This post was edited by 2wo1ne on Nov 7 2014 11:57am
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Nov 7 2014 11:53pm
Anyone? 10fg for whoever gives a solution by sunday night
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Nov 9 2014 11:39am
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Nov 9 2014 02:06pm



This post was edited by cdexswzaq on Nov 9 2014 02:09pm
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Nov 9 2014 05:57pm
Quote (cdexswzaq @ Nov 9 2014 04:06pm)
http://i61.tinypic.com/wuot1s.png


Thanks a lot! appreciate it
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