PREPRINTS
FRESH PREPRINTS (SUBMITTED)
PRELIMINARY REPORTS available solely via arXiv

Miloslav Znojil,
KleinGordon equation with the time and spacedependent mass: Unitary
evolution picture
(arXiv:1702.08493v1) [v2 is published]

Sergii Kuzhel and Miloslav Znojil,
Quantum solvable models with nonlocal one point interactions.
(arXiv:1607.00350) [v2 is in print]

Miloslav Znojil,
Nonanalytic exponential well $V(x)= g^2\exp (x)$ and an innovated,
analytic shooting method
(arXiv:1605.06780)

Miloslav Znojil,
Actionatadistance in a solvable quantum model
(arXiv:1410.3583v1)

Miloslav Znojil,
Comment on letter "Local PT symmetry violates the
nosignaling principle" by YiChan Lee et al, Phys. Rev. Lett. 112, 130404
(2014)
(arXiv:1404.1555v1)

Miloslav Znojil,
Can unavoided level crossing disguise phase transition?
(arXiv:1303.4876v1)

Miloslav Znojil,
Quantum catastrophes II. Generic pattern of the fall into instability
(arXiv:1212.0734v1)

Miloslav Znojil,
PTsymmetry and quantum graphs
(arXiv:1205.5211v1)

Miloslav Znojil,
The complete menu of eligible metrics for a family of toy Hamiltonians
$H \neq H^\dagger$ with real spectra
( arXiv:0806.4295v2)

Miloslav Znojil,
PTsymmetric Sturmians
(arXiv:0804.3857v1)

Miloslav Znojil,
Twostep identification of observables in PTsymmetric quantumtoboggan models
(arXiv:0803.0403v1)
 Miloslav Znojil,
PTsymmetric knotting of coordinates: a new, topological
mechanism of quantum confinement.
(arXiv: 0801.0517v1)

Miloslav Znojil,
A schematic model of scattering
in PTsymmetric Quantum Mechanics
(arXiv:0704.0214v1)
 Miloslav Znojil,
Spiked harmonic quantum toboggans
(quantph/0606166v1), unpublished version.
Quantum particle is assumed located in an analytically perturbed
harmonicoscillator potential. Its motion along certain complex,
PTsymmetric "toboggan" paths which Ntimes encircle the branch
point in the origin is studied in both the boundstate and
scattering regime.

Miloslav Znojil,
Unusual scalar products in Hilbert space of Quantum Mechanics:
nonHermitian squarewell model with two coupled channels
(quantph/0505032).

Miloslav Znojil,
Calogerian models, osculation method and lowlying spectra of
manyparticle anharmonic oscillators
extended abstract, in Biennial Report of NPI (ed. J. Dittrich),
available
upon emailed request
 Miloslav Znojil,
PTsymmetry, ghosts, SUSY and KleinGordon equation.
(hepth/0408081),
invited talk
XI SYMPHYS
Prague, June 21  24, 2004
(the text and all proceedings (on CD) are available from organizers
upon request)
 Miloslav Znojil,
Supersymmetric quantum mechanics and regularizations
(hepth/0209262v1), preliminary notes for the invited talk in Valladolid
(July 2003)  unpublished
in this form.
 Miloslav Znojil,
PseudoHermitian version of the charged
harmonic oscillator and its ``forgotten"
exact solutions
(quantph/0206085),
preliminary version of the invited talk, CRM, Montreal, Autumn 2002, unpublished
in this form
note:
Reprints available
upon an
emailed
request
updated only from time to time