Kernels and Regularization on Graphs

Seara, On the Steiner, geodetic and hull number of graphs, Discrete Math. Canoy, Jr., The Edge Steiner Number of a Graph, Bulletin of

On the infinity Lapla- cian Equation on Graph with Applications to image and Manifolds Processing.. International Confer- ence on Approximation Methods and Numerical Modelling

In 1983, Klaus studied a class of potentials with bumps and computed the essential spectrum of the associated Schr¨ odinger operator with the help of some localisations at infinity..

wave equation, Strichartz estimates, decay estimates, dispersive equa- tions, Schr¨ odinger equation, harmonic analysis, almost

In Section 3, we prove a rough lower bound for the lowest eigenvalues and deduce Agmon estimates with respect to the variable t which provide a localization of the lowest

This work leverages on a new approach, based on the construction of tailored spectral filters for the EFIE components which allow the block renormalization of the EFIE

Then, we define the notions of comparability and incomparability graphs of a poset, summarize the recent advances on the question and compute the number of edges of these graphs,

pour plus de d´etails), ces informations sont souvent insuffisantes pour reconstruire le graphe `a partir du spectre et la question « Quels graphes sont d´etermin´es par leur