{
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  "creators": [
    {
      "affiliation": "University of Copenhagen",
      "name": "Bustamante, Mauricio",
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  "date_published": "2026-10-05",
  "description": "Neutrino oscillation probabilities computed with the Magnus expansion, for an arbitrary number of flavors and any Hamiltonian, time-dependent or not. Every truncation of the series lives in the Lie algebra, so the evolution operator it exponentiates is unitary exactly rather than to the accuracy of the truncation.",
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  "id": "magnus-oscillations",
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  "license_url": "https://www.gnu.org/licenses/agpl.txt",
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  "short": "Magnus: oscillation probabilities for any Hamiltonian, number of flavours and matter profile (Magnus expansion)",
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    "purposes": ["oscillation-probability"],
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  "title": "Magnus: neutrino oscillation probabilities for any Hermitian Hamiltonian, any number of flavors, and any matter profile",
  "topics": ["oscillation"],
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