RT @mathNAb: This https://t.co/qWIvEveFe3 has been replaced. Links: https://t.co/UvDStenkr8 https://t.co/pUaTDWV28r https://t.co/A9DrA32RyM…
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933 followers
This https://t.co/qWIvEveFe3 has been replaced. Links: https://t.co/UvDStenkr8 https://t.co/pUaTDWV28r https://t.co/A9DrA32RyM https://t.co/8uJ7o6QZRF
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vary between (k+1)(p-1) and (k+1), with k denoting the degree of the HHO approximation. These regime-dependent error estimates are illustrated by a complete panel of numerical experiments. [2/2 of https://t.co/OJsnrVWJVb]
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We derive novel error estimates for Hybrid High-Order (HHO) discretizations of Leray-Lions problems set in W^(1,p) with p in (1,2]. Specifically, we prove that, depending on the degeneracy of the problem, the convergence rate may [1/2 of https://t.co/OJ…