Consistent sampling of Paley-Wiener functions on graphons

International Conference on Sampling Theory and Applications, pp. 1–5

Abstract

We study sampling methods for Paley-Wiener functions on graphons, thereby adapting and generalizing methods initially developed for graphs to the graphon setting. We then derive conditions under which such a sampling estimate is consistent with graphon convergence.

Authors 2

1. Hartmut Führ Aachen Chair for Geometry and Analysis

   RWTH Aachen University

   Affiliation as printed

   RWTH Aachen University,Chair for Geometry and Analysis,Aachen,Germany

2. Mahya Ghandehari

   University of Delaware

   Affiliation as printed

   University of Delaware,Department of Mathematical Sciences,Newark,USA