Quantum Energies of Interfaces
N. Graham, R. L. Jaffe, M. Quandt, and H. Weigel
TL;DR
This paper introduces a method to calculate the quantum energies of symmetrical interfaces of any dimension using scattering data, establishing sum rules that connect phase shifts to bound states for consistency.
Contribution
It provides a novel approach for computing one-loop quantum energies of interfaces based on scattering data and finite-energy sum rules.
Findings
Method successfully computes quantum energies of interfaces.
Finite-energy sum rules relate phase shifts to bound states.
Applicable to interfaces of arbitrary dimension and codimension.
Abstract
We present a method for computing the one-loop, renormalized quantum energies of symmetrical interfaces of arbitrary dimension and codimension using elementary scattering data. Internal consistency requires finite-energy sum rules relating phase shifts to bound state energies.
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