Superconvergence error estimates for the div least-squares finite element method on elliptic problems
arxiv(2024)
摘要
In this paper we discuss the error estimations for the div least-squares
finite element method on elliptic problems. Compared with the previous work, we
present a complete error analysis, which improves the current
state-of-the-art results. The error estimations for both the scalar and
the flux variables are established by dual arguments, and in most cases, only
an H^1+ε regularity is used. Numerical experiments strongly
confirm our analysis.
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