Foundations of Quantum Theory

Part I. C0(X) and B(H)

1. Classical physics on a finite phase space
Klaas Landsman

2. Quantum mechanics on a finite-dimensional Hilbert space
Klaas Landsman

3. Classical physics on a general phase space
Klaas Landsman

4. Quantum physics on a general Hilbert space
Klaas Landsman

5. Symmetry in quantum mechanics
Klaas Landsman

Part II. Between C0(X) and B(H)

6. Classical models of quantum mechanics
Klaas Landsman

7. Limits: Small



$$hbar

Klaas Landsman

8. Limits: large N

Klaas Landsman

9. Symmetry in algebraic quantum theory
Klaas Landsman

10. Spontaneous Symmetry Breaking
Klaas Landsman

11. The measurement problem
Klaas Landsman

12. Topos theory and quantum logic
Klaas Landsman

Keywords: Physics, Quantum Physics, Mathematical Physics, History and Philosophical Foundations of Physics, Linear and Multilinear Algebras, Matrix Theory