I am looking for a book, or lecture notes or even courses available on YouTube where there is a good and detailed discussion on the mathematical aspects of Quantum Mechanics with infinite degrees of freedom. For what I have seen, this is usually performed using C* algebras formalism for infinite degrees of freedom (like for example infinite tensor products of Von Neumann algebras), so maybe you can help me with that?
Examples of what I am looking for (but I would like something more detailed, these are single chapters from books):
- "Symmetry Breaking", F. Strocchi, chapter "Mathematical description of infinitely extended quantum systems"
- "Deterministic Chaos in Infinite Quantum Systems", F. Benatti, chapter " Infinite quantum systems"