2 papers
math.DS2018
Measure-geometric Laplacians on the real line
Marc Kesseböhmer, Tony Samuel, Hendrik Weyer
Motivated by the fundamental theorem of calculus, and based on the works of Feller as well as Kac and Kre\uın, given an atomless Borel probability measure supported on a compac…
math.DS2017
Measure-geometric Laplacians for discrete distributions
Marc Kesseböhmer, Tony Samuel, Hendrik Weyer
In 2002 Freiberg and Zähle introduced and developed a harmonic calculus for measure-geometric Laplacians associated to continuous distributions. We show their theory can be extende…