activity
19992009
most citedA_N-type Dunkl operators and new spin Calogero-Sutherland models

39 citations · 239 across the 12 of their papers we have counts for

collaborators

12 papers

nlin.CD2009★ 7 cited

noise and integrable systems

J. C. Barba, F. Finkel, A. Gonzalez-Lopez +1

An innovative test for detecting quantum chaos based on the analysis of the spectral fluctuations regarded as a time series has been recently proposed. According to this test, the…

hep-th2008★ 23 cited

An exactly solvable supersymmetric spin chain of BC_N type

J. C. Barba, F. Finkel, A. Gonzalez-Lopez +1

We construct a new exactly solvable supersymmetric spin chain related to the BC_N extended root system, which includes as a particular case the BC_N version of the Polychronakos-Fr…

hep-th2007★ 5 cited

A novel quasi-exactly solvable spin chain with nearest-neighbors interactions

A. Enciso, F. Finkel, A. Gonzalez-Lopez +1

In this paper we study a novel spin chain with nearest-neighbors interactions depending on the sites coordinates, which in some sense is intermediate between the Heisenberg chain a…

nlin.SI2006★ 8 cited

Exchange operator formalism for N-body spin models with near-neighbors interactions

A. Enciso, F. Finkel, A. Gonzalez-Lopez +1

We present a detailed analysis of the spin models with near-neighbors interactions constructed in our previous paper [Phys. Lett. B 605 (2005) 214] by a suitable generalization of…

hep-th2004★ 13 cited

Solvable scalar and spin models with near-neighbors interactions

A. Enciso, F. Finkel, A. Gonzalez-Lopez +1

We construct new solvable rational and trigonometric spin models with near-neighbors interactions by an extension of the Dunkl operator formalism. In the trigonometric case we obta…

math-ph2002★ 12 cited

Quasi-exactly solvable models in nonlinear optics

G Alvarez, F Finkel, A Gonzalez-Lopez +1

We study a large class of models with an arbitrary (finite) number of degrees of freedom, described by Hamiltonians which are polynomial in bosonic creation and annihilation operat…