A sequence of zero modes of Weyl-Dirac operators and an associated sequence of solvable polynomials
Y. Saito, T. Umeda
TL;DR
This paper explores a sequence of solvable polynomials linked to zero modes of Weyl-Dirac operators, expanding understanding of their mathematical structure and potential applications.
Contribution
It introduces a new sequence of solvable polynomials associated with zero modes, providing explicit constructions and insights into their properties.
Findings
Identification of a series of solvable polynomials
Connection between polynomials and zero modes of Weyl-Dirac operators
Enhanced understanding of the mathematical structure of zero modes
Abstract
It is shown that a series of solvable polynomials is attached to the series of zero modes constructed by Adam, Muratori and Nash \cite{AdamMuratoriNash1
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Taxonomy
TopicsQuantum Mechanics and Non-Hermitian Physics · Quantum optics and atomic interactions · Photonic and Optical Devices