KTH/SU Mathematics
Colloquium
15 November
2006
Milos Tater, Institute of Physics,
Prague
Quantum mechanics with
non-selfadjoint
Hamiltonians
ABSTRACT
Studying
Hamiltonians with simple polynomial potentials
(Sturm-Liouville differential equation eigenvalue problem), manifestly
non-selfadjoint we can reveal salient features that are important for
discussion of their role in Quantum Mechanics. It turns out that a class
of these operators has a good chance to be incorporated into QM and
enlarge thus the mathematical framework of QM.