Twelve Tales in Mathematical Physics: An Expanded Heinemann Prize Lecture
arXiv:2011.12335 · doi:10.1063/5.0056008
Abstract
This is an extended version of my 2018 Heinemann prize lecture describing the work for which I got the prize. The citation is very broad so this describes virtually all my work prior to 1995 and some afterwards. It discusses work in non-relativistic quantum mechanics, constructive quantum field theory and statistical mechanics.
This is the final presubmission version which has been submitted to J. Math. Phys
References in corpus (6)
- Fine Structure of the Zeros of Orthogonal Polynomials, I. A Tale of Two Pictures
- The absolutely continuous spectrum of the almost Mathieu operator
- Eigenvalue Bounds for Perturbations of Schrodinger Operators and Jacobi Matrices With Regular Ground States
- Schrodinger Operators with Purely Discrete Spectrum
- Existence of Hartree-Fock excited states for atoms and molecules
- Remarks on Periodic Jacobi Matrices on Trees