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20162026
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math-ph2026

Strong-disorder expansion of the root-averaged density of states for the Anderson model on the Bethe lattice

Masahiro Kaminaga

We study the root-averaged density of states for the Anderson model on the Bethe lattice in the strong-disorder regime. Here the density of states means the root-averaged spectral…

math-ph2026

Determinant Formulas for Scattering Matrices of Schrödinger Operators with Finitely Many Concentric -Shells

Masahiro Kaminaga

We study stationary scattering for Schrödinger operators in with finitely many concentric --shell interactions of constant real strengths. Starting from the self--…

math-ph2026

Schrödinger operators with concentric --shell interactions

Masahiro Kaminaga

We study Schrödinger operators on with finitely many concentric spherical -shell interactions. The operators are defined by the quadratic form method and are descr…

math-ph2025

Landau-level splitting by a circular interaction: boundary overlap and the hard-wall crossover

Masahiro Kaminaga

A thin circular barrier lifts the angular momentum degeneracy of Landau states according to their overlap with the barrier. We quantify this effect for the two-dimensional Landau H…

math-ph2025

A Transmission Framework for Stark Operators with Interactions on a Compact Lipschitz Interface

Masahiro Kaminaga

We study an elliptic transmission problem associated with a Stark operator and a interaction on a compact Lipschitz interface in . The background differential expr…

math-ph2025

Controlled atomic limit and analytic density of states in a strongly attractive random Kronig-Penney model

Masahiro Kaminaga

We study the negative-energy density of states of a one-dimensional random Kronig-Penney model with independent and identically distributed attractive delta interactions. Each isol…