Fast interpolation method for surfaces with faults by multi-scale second-derivative optimization

This technique was then transferred from fully-connected models (complete graph) to their diluted counterparts (sparse random graphs), where each particle only interacts with a

[GKR] Gao P., Khan R., Ricotta G.: The second moment of Dirichlet twists of Hecke L-functions, preprint available at http://arxiv.org/abs/0812.2606 , to be published in

In this paper the damage localization algorithm based on Operational Deformed Shapes (ODS) and known as Interpolation Damage Detection Method (IDDM), is applied to the numerical

The aim of this study is to enhance the detection and identi fi cation of hypogene phyllosilicates in natural samples of lateritic saprolites based on detailed analysis of NIR spectra

We propose a solution to the vertex interpolation problem that starts from interpolating the local metric (edge lengths) and mean curvature (dihedral angles) and makes

On the one hand, while robots are doing the boring and dangerous jobs, human will devote more time to interesting pursuits.. In this respect, robots will make life a lot easier

Sufficient conditions for the validity of interchange between derivative and expectation, in the context of likelihood ratio gradient estimation, were given in L’Ecuyer (1990).. The

In the second part of the article Comme Appel´e du N´eant – As If Summoned from the Void: The life of Alexandre Grothendieck by Allyn Jackson, pub- lished in the Notices of the