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  • Asadzadeh, Mohammad, 1952, et al. (author)
  • A posteriori error estimates in a globally convergent FEM for a hyperbolic coefficient inverse problem
  • 2010
  • In: Inverse Problems. - : IOP Publishing. - 0266-5611 .- 1361-6420. ; 26:11
  • Journal article (peer-reviewed)abstract
    • This study concerns a posteriori error estimates in a globally convergent numerical method for a hyperbolic coefficient inverse problem. Using the Laplace transform the model problem is reduced to a nonlinear elliptic equation with a gradient dependent nonlinearity. We investigate the behavior of the nonlinear term in both a priori and a posteriori settings and derive optimal a posteriori error estimates for a finite-element approximation of this problem. Numerical experiments justify the efficiency of a posteriori estimates in the globally convergent approach.
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journal article (1)
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peer-reviewed (1)
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Asadzadeh, Mohammad, ... (1)
Beilina, Larisa, 197 ... (1)
University
University of Gothenburg (1)
Chalmers University of Technology (1)
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English (1)
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Natural sciences (1)
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