Exponential decay of eigenfunctions of Brown-Ravenhall operators

Abstract

We prove the exponential decay of eigenfunctions of reductions of Brown-Ravenhall operators to arbitrary irreducible representations of rotation-reflection and permutation symmetry groups under the assumption that the corresponding eigenvalues are below the essential spectrum.

The introductory sections are redesigned in comparison to the previous version

References in corpus (1)

• Stability of atoms in the Brown-Ravenhall model

Cited by in corpus (1)

• A variational approach to the Brown-Ravenhall operator for the relativistic one-electron atoms