Re: frobenius norm
- From: SportsNut <dsfjk@xxxxxxxxx>
- Date: Tue, 29 Nov 2005 19:43:42 EST
> In article
> <19327641.1133284019121.JavaMail.jakarta@xxxxxxxxxxxxx
> forum.org>,
> SportsNut <dsfjk@xxxxxxxxx> wrote:
>
> > So, I have been doing some reading... and have
> > encountered something that I am confused about...
> >
> > I have read that if E is an outer product, E=uv*,
> then
> > ||E||_2= (||u||_2)(||v||_2). (Where the *
> represents
> > the conjugate transpose, and ||x|| represents the
> norm).
> >
> > So, my question is: is the same true for the
> > Frobenius norm? Ie: ||E||_F= (||u||_F)(||v||)_F)?
>
> I don't know. Have you tried calculating any
> examples?
>
> Well, no... since I odn't understand the Frobenius
norm, how can I calculate examples??? If you could
give me some, then I would be better educated. (or point
me to some on the web?)
.
- Follow-Ups:
- Re: frobenius norm
- From: Gerry Myerson
- Re: frobenius norm
- References:
- Re: frobenius norm
- From: Gerry Myerson
- Re: frobenius norm
- Prev by Date: Re: collatz
- Next by Date: Derivative of a differentiable function
- Previous by thread: Re: frobenius norm
- Next by thread: Re: frobenius norm
- Index(es):
Relevant Pages
|
|