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- W2136504265 abstract "In this talk we present the results of [3,4] and extend [1] to inf-sup stable elements using the abstract framework developed in [6]. In contrast to [7] we focus on the two-level case. We present a priori estimates including the dependency on the polynomial orders of the finite element spaces. These estimates are optimal with respect to the mesh size h and are used for the determination of the stabilization parameters. Numerical experiments confirm our theoretical results. The approach will be compared with the equal order case, cf. [5], and with residual based methods, cf. [2]. Finally, we address the efficient solution of the corresponding saddle point problems." @default.
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- W2136504265 date "2007-01-01" @default.
- W2136504265 modified "2023-09-27" @default.
- W2136504265 title "The twol-level hp-version of Local Projection Stabilizations for inf-sup stable elements and their ecient solution" @default.
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