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For questions about mathematical problems arising from quantum mechanics, a branch of physics describing the behaviour of nature at very small scales, at the level of atoms and subatomic particles.

2 votes
0 answers
237 views

Frontiers of QM and QFT

This is somehow a more mature version of an old question of mine. I'd like to have a more clear picture of the difference between QFT and QM from a mathematical point of view. Okay, so we begin with a …
JustWannaKnow's user avatar
5 votes
1 answer
494 views

Can Fock spaces be replaced by arbitrary Hilbert spaces under some hypothesis to justify pat...

I was reading this post from PSE and it reminded me an old question of mine, in which the use of creation and annihilation operators were discussed. Both questions got answers which agreed on the fact …
JustWannaKnow's user avatar
0 votes
0 answers
156 views

Creation and Annihilation operators in QFT - Part II

Following some suggestions on my previous posts, I'm trying to reformulate my question in a more specific way. This is a continuation of my original post. Since the mentioned post, I think I've learne …
JustWannaKnow's user avatar
8 votes
2 answers
1k views

Creation and annihilation operators in QFT

As I said before, I'm not a QFT expert but I'm trying to understand the basics of its rigorous formulation. Let's take Dimock's book, where the foundation of QM and QFT is discussed. If we consider, s …
JustWannaKnow's user avatar
4 votes
2 answers
782 views

QFT and its notations

I know hardly anything about quantum field theory (QFT) but I'm giving a try to understand some ideas of it. As far as I understand, in QFT one is interested in studying measures such as: \begin{eqnar …
JustWannaKnow's user avatar
6 votes
0 answers
286 views

Two questions about Fock spaces

Let $\mathscr{H}$ be a complex Hilbert space and denote $\mathscr{H}_{n}$ the tensor product $\overbrace{\mathscr{H}\otimes\cdots\otimes\mathscr{H}}^{\text{n}}$. Denote by $\Pi_{\pm}$ the projection o …
JustWannaKnow's user avatar