activity
19992004
most citedS-mixing and quantum tunneling of the magnetization in molecular nanomagnets

77 citations · 153 across the 5 of their papers we have counts for

collaborators

7 papers

cond-mat.other200451 cited

A perturbative approach to J mixing in f-electron systems: Application to actinide dioxides

N. Magnani, P. Santini, G. Amoretti +1

We present a perturbative model for crystal-field calculations, which keeps into account the possible mixing of states labelled by different quantum number J. Analytical J-mixing r…

nlin.SI20045 cited

Integrable lattices and their sub-lattices: from the discrete Moutard (discrete Cauchy-Riemann) 4-point equation to the self-adjoint 5-point scheme

A. Doliwa, P. Grinevich, M. Nieszporski +1

We introduce the sub-lattice approach, a procedure to generate, from a given integrable lattice, a sub-lattice which inherits its integrability features. We consider, as illustrati…

cond-mat.other200477 cited

S-mixing and quantum tunneling of the magnetization in molecular nanomagnets

S. Carretta, E. Liviotti, N. Magnani +2

The role of -mixing in the quantum tunneling of the magnetization in nanomagnets has been investigated. We show that the effect on the tunneling frequency is huge and that the d…

nlin.SI20041 cited

The self-adjoint 5-point and 7-point difference operators, the associated Dirichlet problems, Darboux transformations and Lelieuvre formulas

Maciej Nieszporski, Paolo Maria Santini

We present some basic properties of two distinguished discretizations of elliptic operators: the self-adjoint 5-point and 7-point schemes on a two dimensional lattice. We first sho…

cond-mat200319 cited

Macroscopic evidence of quantum coherent oscillations of the total spin in the Mn-[3x3] molecular nanomagnet

S. Carretta, P. Santini, E. Liviotti +4

Molecular nanomagnets, besides promising to open new frontiers in technology, have attracted huge interest in the scientific community because they can exhibit the phenomenon known…

nlin.SI2001

The integrable discretization of the Bianchi-Ernst system

M. Nieszporski, A. Doliwa, P. M. Santini

We present the constraint for the discrete Moutard equation which gives the integrable discretization of the Bianchi-Ernst system. We also derive the discrete analogue of the Bianc…