most citedSemiclassical propagator of the Wigner function

59 citations

7 papers

quant-ph200559 cited

Semiclassical propagator of the Wigner function

Thomas Dittrich, Luis Sandoval, Carlos Viviescas

Propagation of the Wigner function is studied on two levels of semiclassical propagation, one based on the van-Vleck propagator, the other on phase-space path integration. Leading…

physics.ed-ph200514 cited

Moments of inertia for solids of revolution and variational methods

Rodolfo A. Diaz, William J. Herrera, R. Martinez

We present some formulae for the moments of inertia of homogeneous solids of revolution in terms of the functions that generate the solids. The development of these expressions exp…

physics.ed-ph20059 cited

Bead, Hoop, and Spring as a Classical Spontaneous Symmetry Breaking Problem

Fredy Ochoa, Jorge Clavijo

We describe a simple mechanical system that involves Spontaneous Symmetry Breaking. The system consists of two beads constrained to slide along a hoop and attached each other throu…

physics.ed-ph20052 cited

On the transformation of torques between the laboratory and center of mass reference frames

Rodolfo A. Diaz, William J. Herrera

It is commonly stated in Newtonian Mechanics that the torque with respect to the laboratory frame is equal to the torque with respect to the center of mass frame plus a (R X F) fac…

cond-mat.str-el200517 cited

Quantum anisotropic Heisenberg chains with superlattice structure: a DMRG study

J. Silva-Valencia, J. C. Xavier, E. Miranda

Using the density matrix renormalization group technique, we study spin superlattices composed of a repeated pattern of two spin-1/2 XXZ chains with different anisotropy parameters…

math.LO2004

Hilbert spaces with generic groups of automorphisms

Alexander Berenstein

Let G be a countable group. We proof that there is a model companion for the approximate theory of a Hilbert space with a group G of automorphisms. We show that G is amenable if an…