Eigenvalue asymptotics for potential type operators on Lipschitz surfaces of codimension greater than 1
Grigori V. Rozenblum, Grigory Tashchiyan · Opuscula Mathematica · 2018
For potential type integral operators on a Lipschitz submanifold the asymptotic formula for eigenvalues is proved.The reasoning is based upon the study of the rate of operator convergence as smooth surfaces approximate the Lipschitz one.