Convergence of generalized MIT bag models

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Keywords:

Dirac operator, spectral theory, MIT bag model, shape optimization, resolvent convergence

Abstract

We study spectral properties of generalized MIT bag models. These are Dirac operators {Hτ }τ∈R acting on domains of R3 with confining boundary conditions. By studying the resolvent convergence of the operators Hτ towards the limiting operators H±∞ as τ → ±∞, we prove that certain spectral properties are inherited throughout the parametrization. These results, partially obtained in the master’s thesis [3], are new and have been published in [4].

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Published

2025-12-04

How to Cite

Duran i Lamiel, J. (2025). Convergence of generalized MIT bag models. Reports@SCM, 10(1), 23–29. Retrieved from https://revistes.iec.cat/index.php/reports/article/view/155111

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