output
20022015
most citedGlobal well-posedness, scattering and blow-up for the energy-critical, focusing, non-linear Schrodinger equation in the radial case

596 citations

Showing 2012Show all

14 papers · 1 filter

quant-ph20128 cited

Quantum violation of entropic non-contextual inequality in four-dimension

A. K. Pan, M. Sumanth, P. K. Panigrahi

Using joint Shannon entropy, we propose an inequality for a four-level system, which is satisfied in any non-contextual realist hidden variable model. We show that this entropic in…

math-ph2012

Inverse scattering at fixed energy for the multidimensional Newton equation in short range radial potentials

Alexandre Jollivet

We consider the inverse scattering problem at fixed and sufficiently large energy for the nonrelativistic and relativistic Newton equation in , , with a smooth and s…

math.ST20122 cited

Ergodicity of observation-driven time series models and consistency of the maximum likelihood estimator

Randal Douc, Paul Doukhan, Eric Moulines

This paper deals with a general class of observation-driven time series models with a special focus on time series of counts. We provide conditions under which there exist strict-s…

nlin.SI2012

Explicit Construction of First Integrals by Singularity Analysis in Nonlinear Dynamical Systems

Ch. Efthymiopoulos, T. Bountis, T. Manos

The Painleve and weak Painleve conjectures have been used widely to identify new integrable nonlinear dynamical systems. The calculation of the integrals relies though on methods q…

math-ph2012

On the entropy of the mean field spin glass model

Flora Koukiou

From the study of a functional equation relating the Gibbs measures at two different tempratures we prove that the specific entropy of the Gibbs measure of the Sherrington-Kirkpatr…

cond-mat.other201218 cited

Coupling between magnetic field and curvature in Heisenberg spins on surfaces with rotational symmetry

Vagson L. Carvalho-Santos, Rossen Dandoloff

We study the nonlinear -model in an external magnetic field applied on curved surfaces with rotational symmetry. The Euler-Lagrange equations derived from the Hamiltonian yield…