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  • The aim of these lecture notes is to acquaint the reader with the numerical solution of partial differential equations with the use of modern techniques represented by the finite element and discontinuous Galerkin methods. Our aim is not to give a complete overview of the application of these methods to the solution of arbitrary differential equations. These lecture notes should serve as a basic study material on this subject, helping the readers to orient themselves within the finite element methods and to understand the essentials of more sophisticated approaches and techniques.
  • The aim of these lecture notes is to acquaint the reader with the numerical solution of partial differential equations with the use of modern techniques represented by the finite element and discontinuous Galerkin methods. Our aim is not to give a complete overview of the application of these methods to the solution of arbitrary differential equations. These lecture notes should serve as a basic study material on this subject, helping the readers to orient themselves within the finite element methods and to understand the essentials of more sophisticated approaches and techniques. (en)
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  • Finite element methods: theory, applications and implementation
  • Finite element methods: theory, applications and implementation (en)
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  • Finite element methods: theory, applications and implementation
  • Finite element methods: theory, applications and implementation (en)
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  • RIV/00216208:11320/11:10106494!RIV12-MSM-11320___
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  • RIV/00216208:11320/11:10106494
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  • implementation; error estimates; discontinuous Galerkin method; evolution problems; incompressible fluid flow; convection-diffusion equations; elliptic problems; finite element method (en)
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  • Dolejší, Vít
  • Knobloch, Petr
  • Kučera, Václav
  • Vlasák, Miloslav
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  • 11320
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