- #1
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Hi, everyone:
I was wondering about the relation of a matrix , seen as a linear map,
and its row-reduced form, seen the same way.
More specifically: take a matrix M , seen as a linear map L. What
is the relation between this map L given by M, and the linear map L'
given by M', the row-reduced form of M. Are these maps L,L' equal?
Are L,L' related in some other way?.
Thanks.
I was wondering about the relation of a matrix , seen as a linear map,
and its row-reduced form, seen the same way.
More specifically: take a matrix M , seen as a linear map L. What
is the relation between this map L given by M, and the linear map L'
given by M', the row-reduced form of M. Are these maps L,L' equal?
Are L,L' related in some other way?.
Thanks.