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Discontinuous Finite Elements for a Hyperbolic Problem with Singular Coefficient: A Convergence Theory for One-Dimensional Spherical Transport - MaRDI portal

Discontinuous Finite Elements for a Hyperbolic Problem with Singular Coefficient: A Convergence Theory for One-Dimensional Spherical Transport (Q2999847)

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Discontinuous Finite Elements for a Hyperbolic Problem with Singular Coefficient: A Convergence Theory for One-Dimensional Spherical Transport
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    Discontinuous Finite Elements for a Hyperbolic Problem with Singular Coefficient: A Convergence Theory for One-Dimensional Spherical Transport (English)
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    17 May 2011
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    spherically symmetric Boltzmann equation
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    discontinuous Galerkin methods
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    error estimation
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    hyperbolic boundary value problem
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    neutron transport
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    convergence
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