Add to ORKGWe prove that in dimension d≤2 translation-covariant Gibbs states describing rigid interfaces in a disordered solid-on-solid (SOS) cannot exist for any value of the temperature, in contrast to the situation in d≥3. The proof relies on an adaptation of a theorem of Aizenman and Wehr.
We consider the Gibbs-measures of continuous-valued height configurations on the d-dimensional integ...
We consider the two-dimensional Ising model with long-range pair interactions of the form (Formula p...
11 pagesInternational audienceWe consider the two-dimensional Ising model with long-range pair inter...
We prove that in dimension d≤2 translation-covariant Gibbs states describing rigid interfaces in a d...
We prove that in dimension d~< 2 translation-covariant Gibbs states describing rigid interfaces i...
We prove that in dimension d ≤ 2 translation covariant Gibbs states describing rigid interfaces in a...
We prove the existence Gibbs states describing rigid interfaces in a disordered solid-on-solid (SOS)...
We prove the existence Gibbs states describing rigid interfaces in a disordered solid-on-solid (SOS)...
We prove the existence Gibbs states describing rigid interfaces in a disordered solid-on-solid (SOS)...
We consider statistical mechanics models of continuous spins in a disordered environment. These mode...
: We consider the Gibbs-measures of continuous-valued height configurations on the d-dimensional in...
We consider statistical mechanics models of continuous spins in a disordered environment. These mode...
We consider statistical mechanics models of continuous spins in a disordered environment. These mode...
We continue the analysis of hierarchical interfaces in random media started in earlier work. We show...
AbstractIt is shown that the Gibbs probability measure of the SOS model transformed by reducing the ...
We consider the Gibbs-measures of continuous-valued height configurations on the d-dimensional integ...
We consider the two-dimensional Ising model with long-range pair interactions of the form (Formula p...
11 pagesInternational audienceWe consider the two-dimensional Ising model with long-range pair inter...
We prove that in dimension d≤2 translation-covariant Gibbs states describing rigid interfaces in a d...
We prove that in dimension d~< 2 translation-covariant Gibbs states describing rigid interfaces i...
We prove that in dimension d ≤ 2 translation covariant Gibbs states describing rigid interfaces in a...
We prove the existence Gibbs states describing rigid interfaces in a disordered solid-on-solid (SOS)...
We prove the existence Gibbs states describing rigid interfaces in a disordered solid-on-solid (SOS)...
We prove the existence Gibbs states describing rigid interfaces in a disordered solid-on-solid (SOS)...
We consider statistical mechanics models of continuous spins in a disordered environment. These mode...
: We consider the Gibbs-measures of continuous-valued height configurations on the d-dimensional in...
We consider statistical mechanics models of continuous spins in a disordered environment. These mode...
We consider statistical mechanics models of continuous spins in a disordered environment. These mode...
We continue the analysis of hierarchical interfaces in random media started in earlier work. We show...
AbstractIt is shown that the Gibbs probability measure of the SOS model transformed by reducing the ...
We consider the Gibbs-measures of continuous-valued height configurations on the d-dimensional integ...
We consider the two-dimensional Ising model with long-range pair interactions of the form (Formula p...
11 pagesInternational audienceWe consider the two-dimensional Ising model with long-range pair inter...