Exact solutions of an elliptic Calogero--Sutherland model
D. Gomez-Ullate, A. Gonzalez-Lopez, M. A. Rodriguez
Abstract
A model describing N particles on a line interacting pairwise via an elliptic function potential in the presence of an external field is partially solved in the quantum case in a totally algebraic way. As an example, the ground state and the lowest excitations are calculated explicitly for N=2.
Create a lesson
Related papers
Regular-Zero Drinfeld-Sokolov Charges in Doubled Four-Dimensional Chern-Simons Theory
Wentao Zeng, Yifan He, Xian Wu
A first order nonabelian antisymmetric tensor model with hidden higher symmetry
Peter D. Jarvis, Jean Thierry-Mieg
Retarded Green Function For Bopp--Podolsky Electrodynamics in Four-Dimensional De Sitter Spacetime
Wei Fan, Xiao Yan Chew
Relativistic Covariance from Hamiltonian Hydrodynamics in the Chiral Limit
ZiHao Liu, Mei Huang
Symmetric Dual Breather Modes as a Dynamic Origin of Tiny Particle Masses
Yoritaka Iwata, Yasuhiro Takei
Random wave chaos on momentum-fractionated microstate geometries
Vladan Djukić, Mihailo Čubrović