5. International Conference on Life and Engineering Sciences, Antalya, Türkiye, 19 - 22 Mayıs 2022, ss.122
In this paper, we consider an electromagnetic Schrödinger operator defined by the
differential expression
ݍ + ଶ) = (−݅∇ + ܳ)ݍ ,ܳ)ܮ
in d-dimensional paralellepiped F, where d ≥ 2, with the Neumann boundary condition
and investigate the asymptotic behavior of the eigenvalues of this operator which is
more complicated than the study of the one with just electric potential (ܳ = 0). The
goal is to obtain the perturbation series by using energy as a big parameter.