A multispecies model of Calogero type in $D\geq 1$ dimensions is constructed. The model includes harmonic, two-body and three-body interactions. Using the underlying conformal SU(1,1) algebra, we find the exact eigenenergies corresponding to a class of the exact global collective states. Analysing corresponding Fock space, we detect the universal critical point at which the model exhibits singular behaviour
The rational Calogero–Moser model of n one-dimensional quantum particles with inverse-square pairwis...
We consider a large $- N, $ two-family Calogero model in the Hamiltonian, collective-field approach....
We discuss the quantum many-body system interacting with a separately symmetric two-body potential i...
AbstractWe define a new multispecies model of Calogero type in D dimensions with harmonic, two-body ...
We study a multispecies one-dimensional Calogero model with two- and three-body interactions. Using ...
AbstractWe study a multispecies one-dimensional Calogero model with two- and three-body interactions...
A one{dimensional model with interacting families of Calogero{type particles is stud-ied. It include...
We briefly review some recent results concerning algebraical (oscillator) aspects of the $N$-body si...
Motivated by the concept of ideal mutual statistics, we study a multispecies Calogero-Sutherland mod...
We study the collective field formulation of a restricted form of the multispecies Calogero model, i...
PTHWe propose a new integrable Hamiltonian describing two interacting particles in a harmonic mean f...
PTHIn a previous paper, we have proposed a new integrable Hamiltonian describing two interacting par...
We propose a universal method of relating the Calogero model to a set of decoupled particles on the ...
We study an extension of one dimensional Calogero model involving strongly coupled and electrically ...
We present basics of the gauged superfield approach to constructing the N-superconformal multi-parti...
The rational Calogero–Moser model of n one-dimensional quantum particles with inverse-square pairwis...
We consider a large $- N, $ two-family Calogero model in the Hamiltonian, collective-field approach....
We discuss the quantum many-body system interacting with a separately symmetric two-body potential i...
AbstractWe define a new multispecies model of Calogero type in D dimensions with harmonic, two-body ...
We study a multispecies one-dimensional Calogero model with two- and three-body interactions. Using ...
AbstractWe study a multispecies one-dimensional Calogero model with two- and three-body interactions...
A one{dimensional model with interacting families of Calogero{type particles is stud-ied. It include...
We briefly review some recent results concerning algebraical (oscillator) aspects of the $N$-body si...
Motivated by the concept of ideal mutual statistics, we study a multispecies Calogero-Sutherland mod...
We study the collective field formulation of a restricted form of the multispecies Calogero model, i...
PTHWe propose a new integrable Hamiltonian describing two interacting particles in a harmonic mean f...
PTHIn a previous paper, we have proposed a new integrable Hamiltonian describing two interacting par...
We propose a universal method of relating the Calogero model to a set of decoupled particles on the ...
We study an extension of one dimensional Calogero model involving strongly coupled and electrically ...
We present basics of the gauged superfield approach to constructing the N-superconformal multi-parti...
The rational Calogero–Moser model of n one-dimensional quantum particles with inverse-square pairwis...
We consider a large $- N, $ two-family Calogero model in the Hamiltonian, collective-field approach....
We discuss the quantum many-body system interacting with a separately symmetric two-body potential i...
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