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A Quasi-Projection Approximation Method Applied to Galerkin Procedures for Parabolic and Hyperbolic Equations

A technical method of approximating the Galerkin approximation to solutions of parabolic and hyperbolic equations can be based on a finite sequence of elliptic projections. The resulting function is called a quasi-projection, and it is used to study superconvergence phenomena associated with the Galerkin procedures.

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  • "A technical method of approximating the Galerkin approximation to solutions of parabolic and hyperbolic equations can be based on a finite sequence of elliptic projections. The resulting function is called a quasi-projection, and it is used to study superconvergence phenomena associated with the Galerkin procedures."@en

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  • "A Quasi-Projection Approximation Method Applied to Galerkin Procedures for Parabolic and Hyperbolic Equations"@en
  • "A Quasi-Projection Approximation Method Applied to Galerkin : Procedures for Parabolic and Hyperbolic Equations"
  • "A quasi-projection approximation method applied to Galerkin procedures for parabolic and hyperbolic equations"
  • "A quasi-projection approximation method applied to Galerkin procedures for parabolic and hyperbolic equations"@en
  • "A quasi-projection approximation method applied to galerkin procedures for parabolic and hyperbolic equations"

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