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 …

The Higgs boson spectrum of the next-to-minimal supersymmetric standard model is
examined. The model includes a singlet Higgs field S in addition to the two Higgs doublets …

Superconformal mechanics - IOPscience Skip to content IOP Science home Accessibility Help
Search Journals Journals list Browse more than 100 science journal titles Subject collections …

We discuss various questions that emerge in connection with the Lie-algebraic deformation
of the CP 1 sigma model in two dimensions. First, we supersymmetrize the original model …

The nonlinear supersymmetric (SUSY) approach to spectral problems in quantum
mechanics (QM) is reviewed. Its building from the chains (ladders) of linear SUSY systems is …

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 …

A new generalization of the Jack polynomials that incorporates fermionic variables is
presented. These Jack superpolynomials are constructed as those eigenfunctions of the …

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 …