Bound states in energy-dependent potentials
Interpretation of PT symmetric quantum mechanics
Answers to J. Dittrich's question about
Conservation of pseudo-norm in PT symmetric quantum mechanics
A part of this material was
B. Bagchi, C. Quesne and M. Znojil,
Generalized continuity equation and modified normalization
in PT-symmetric quantum mechanics
Mod. Phys. Letters A 16 (2001) 2047 - 2057
Answers to e-mailed questions by C. Quesne:
- M. Znojil,
What is PT symmetry?
Status: Versions 1 and 2 remained unpublished.
Some ideas survived
in version 3:
Should PT symmetric quantum mechanics be
interpreted as nonlinear?
J. Nonlin. Math. Phys. (special issue on Lie Symmetry Analysis and Applications
in honour of the 60th birthday of Peter Leach), ...
Numerical studies in PT symmetric quantum mechanics
Supersymmetry in PT symmetric quantum mechanics
The simplest harmonic-oscillator model:
- M. Znojil,
Annihilation and creation operators anew
Seminar in Bratislava, discussion (e.g., with J. Boháčik)
still running. Published, after a thorough revision, two years later, in
Non-Hermitian SUSY and singular, PT-symmetrized oscillators
J. Phys. A: Math. Gen. 35 (2002) 2341 - 2352
Perturbation theory in standard quantum mechanics
Exactly solvable models in quantum mechanics
Fibonacci numbers and the like
Note: Reprints available
updated from time to time