9 citations · 13 across the 3 of their papers we have counts for
3 papers
hep-th2002★ 4 cited
From Dynamical to Numerical R-Matrices: A Case Study for the Calogero Models
Michael Forger, Axel Winterhalder
Within the class of integrable Calogero models associated with (semi-)simple Lie algebras and with symmetric pairs of Lie algebras identified in a previous paper, we analyze whethe…
hep-th1999
New Approach to the Integrability of the Calogero Models
Michael Forger, Axel Winterhalder
We develop a new, systematic approach towards studying the integrability of the ordinary Calogero-Moser-Sutherland models as well as the elliptic Calogero models associated with ar…
math-ph1997★ 9 cited
Linear Nijenhuis-Tensors and the Construction of Integrable Systems
Axel Winterhalder
A new method to construct Hamiltonian functions in involution is presented. We show that on left-symmetric algebras a Nijenhuis-tensor is given in a natural manner by the usual rig…