Research Note connects Galois structure with Minkowski embeddings, uncovering spectral organization in networks.
Research Note 11 of the INDYNA program. This note connects the Galois structure of conjugate-shell operators with Minkowski-type lattice embeddings: the two Galois embeddings of ℚ(√5) place each shell datum and its conjugate side by side, and the geometry of this embedding organizes the spectra and their crossings. Part of the numbered series (Notes 7–15) on the exactly solvable spectral theory of icosahedral networks.
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Arber Gishto (2026) studied this question.
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