It is known that the defining relations of the orthosymplectic Lie superalgebra osp (1| 2n) are
equivalent to the defining (triple) relations of n pairs of paraboson operators b^\pm_i. In …

Low-rank tensor approximation approaches have become an important tool in the scientific
computing community. The aim is to enable the simulation and analysis of high-dimensional …

We study a toy model of a multiverse consisting of canonically quantized universes that
interact with each other on a quantum level based on a field-theoretical formulation of the …

In this Letter it is studied the effects that an interaction scheme among universes can have in
the values of their cosmological constants. In the case of two interacting universes, the value …

We describe a quantum system consisting of a one-dimensional linear chain of n identical
harmonic oscillators coupled by a nearest neighbor interaction. Two boundary conditions …

We consider quantum systems consisting of a linear chain of n harmonic oscillators coupled
by a nearest-neighbour interaction of the form (refers to the position of the rth oscillator). In …

We study a particular class of infinite-dimensional representations of $\mathfrak {osp}(1| 2n)
$. These representations $ L_n (p) $ are characterized by a positive integer $ p $, and are …

The quantization of the simple one‐dimensional Hamiltonian H= xp is of interest for its
mathematical properties rather than for its physical relevance. In fact, the Berry‐Keating …

We study the effects of the branching osp (1| 2 n)⊃ gl (n) on a particular class of simple
infinite-dimensional osp (1| 2 n)-modules L (p) characterized by a positive integer p. In the …

The n-dimensional (isotropic and non-isotropic) harmonic oscillator is studied as a Wigner
quantum system. In particular, we focus on the energy spectrum of such systems. After briefly …