Item talk:Q168889: Difference between revisions

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{
{
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    "description": "This cluster of papers focuses on the spectral theory and properties of differential operators, particularly Schr\u00f6dinger operators, on various structures such as quantum graphs and thin manifolds. It explores topics such as localization, inverse spectral problems, Anderson localization, scattering theory, and Weyl\u2013Titchmarsh theory. The papers also delve into eigenvalue estimates and applications to quantum chaos and universal spectral statistics.",
  "keywords": [
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      "Localization",
    "Schr\u00f6dinger Operators",
      "Schr\u00f6dinger Operators",
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      "Inverse Spectral Problems",
    "Anderson Localization",
      "Anderson Localization",
    "Scattering Theory",
      "Scattering Theory",
    "Weyl\u2013Titchmarsh Theory",
      "Weyl\u2013Titchmarsh Theory",
    "Eigenvalue Estimates"
      "Eigenvalue Estimates"
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Latest revision as of 20:49, 12 September 2024

{

 "OpenAlex": {
   "display_name": "Spectral Theory of Differential Operators",
   "description": "This cluster of papers focuses on the spectral theory and properties of differential operators, particularly Schr\u00f6dinger operators, on various structures such as quantum graphs and thin manifolds. It explores topics such as localization, inverse spectral problems, Anderson localization, scattering theory, and Weyl\u2013Titchmarsh theory. The papers also delve into eigenvalue estimates and applications to quantum chaos and universal spectral statistics.",
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     "Scattering Theory",
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     "Eigenvalue Estimates"
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 }

}