Re: linear algebra, inner product spaces
- From: Kiuhnm <"kiuhnm03["@]yahoo.it>
- Date: Mon, 30 Apr 2007 20:07:19 +0200
Kiuhnm wrote:
Let V be a complex inner product space and T a self-adjoint linear operator on V.
I must show that I+iT is non-singular.
I have proven that it is injective, but I have trouble with surjectivity.
Sorry. I don't need surjectivity.
Kiuhnm
.
- References:
- linear algebra, inner product spaces
- From: Kiuhnm
- linear algebra, inner product spaces
- Prev by Date: Re: graph theory
- Next by Date: graph theory
- Previous by thread: linear algebra, inner product spaces
- Next by thread: I don't like the Axiom of Choice
- Index(es):
Relevant Pages
|