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OpenAlex: !!python/object/new:pyalex.api.Topic
{
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     "display_name": "Inverse Problems in Mathematical Physics and Imaging",
    created_date: '2024-01-23'
     "description": "This cluster of papers focuses on the mathematical theory and computational methods for solving inverse problems in various fields, including mathematical physics and imaging. It covers topics such as regularization methods, ill-posed problems, electrical impedance tomography, Calder\u00f3n's problem, boundary value problems, inverse scattering theory, Tikhonov regularization, transmission eigenvalues, and numerical methods.",
     description: "This cluster of papers focuses on the mathematical theory and computational\
     "keywords": [
      \ methods for solving inverse problems in various fields, including mathematical\
       "Inverse Problems",
      \ physics and imaging. It covers topics such as regularization methods, ill-posed\
      "Regularization Methods",
      \ problems, electrical impedance tomography, Calder\xF3n's problem, boundary\
      "Ill-Posed Problems",
      \ value problems, inverse scattering theory, Tikhonov regularization, transmission\
      "Electrical Impedance Tomography",
      \ eigenvalues, and numerical methods."
      "Calder\u00f3n's Problem",
     display_name: Inverse Problems in Mathematical Physics and Imaging
      "Boundary Value Problem",
    domain:
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       display_name: Physical Sciences
      "Tikhonov Regularization",
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      "Transmission Eigenvalues",
    field:
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      display_name: Mathematics
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     - display_name: Classification and Properties of C*-Algebras
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}
     - display_name: Deformation Quantization of Poisson Manifolds
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     - display_name: Proofs of Langlands Conjectures for GL(n)
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     - display_name: Theory of Banach Spaces and Operators
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Latest revision as of 20:29, 12 September 2024

{

 "OpenAlex": {
   "display_name": "Inverse Problems in Mathematical Physics and Imaging",
   "description": "This cluster of papers focuses on the mathematical theory and computational methods for solving inverse problems in various fields, including mathematical physics and imaging. It covers topics such as regularization methods, ill-posed problems, electrical impedance tomography, Calder\u00f3n's problem, boundary value problems, inverse scattering theory, Tikhonov regularization, transmission eigenvalues, and numerical methods.",
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     "Inverse Problems",
     "Regularization Methods",
     "Ill-Posed Problems",
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     "Inverse Scattering Theory",
     "Tikhonov Regularization",
     "Transmission Eigenvalues",
     "Numerical Methods"
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