where is the spectrum of and is the space consisting of all linear operators mapping elements fromthe Hilbert space to itself
here's an idea exists, and is the resolvant of
is this on the right track?
Follow Math Help Forum on Facebook and Google+
I would suggest you think of it this way: if , i.e., if , then there exists such that
where (or ( , doesn't matter). That's just the definition of resolvent. Can you see how this translates to in terms of and ?
View Tag Cloud