A superintegrable system is, roughly speaking, a system that allows more integrals of motion
than degrees of freedom. This review is devoted to finite dimensional classical and quantum …

Abstract Quasi-Exactly Solvable Schrödinger Equations occupy an intermediate place
between exactly-solvable (eg the harmonic oscillator and Coulomb problems, etc.) and non …

A bstract We explain that the set of new integrable systems, generalizing the Calogero family
and implied by the study of WLZZ models, which was described in arXiv: 2303.05273, is only …

For almost two decades Prof. Shifman, a clear and pedagogical expositor, has been giving
review lectures on frontier topics in theoretical high energy physics. This two-volume book is …

We propose to parametrize the configuration space of one-dimensional quantum systems of
N identical particles by the elementary symmetric polynomials of bosonic and fermionic …

Complete rotation-vibrational spectra and electromagnetic transition rates are obtained for
Hamiltonians of diatomic molecules and nuclei with Davidson interactions. Analytical results …

Abstract Recently, the Script P Script T symmetry of many single-particle non-Hermitian
Hamiltonians has been conjectured to be sufficient to keep their spectrum real. We …

Recently, there has been increased interest in supersymmetric quantum-mechanical
models. Contrary to the situation in higher dimensions, such models have been much less …

The issues related to the integrability of quantum Calogero-Moser models based on any root
systems are addressed. For the models with degenerate potentials, ie the rational …

Cylindrical type integrable classical systems in a magnetic field - IOPscience This site uses
cookies. By continuing to use this site you agree to our use of cookies. To find out more, see …