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Nov 10, 2022 · In this work we state two conjectures on this subject. The first is that the Scott-Vogelius element pair is inf-sup stable on uniform meshes ...
Abstract. In recent years, a great deal of attention has been paid to discretizations of the incompressible Stokes equations that exactly preserve the ...
In this work, we state two conjectures on this subject. The first is that the Scott–Vogelius element pair is inf-sup stable on uniform meshes for velocity ...
Jan 11, 2024 · In this work we state two conjectures on this subject. The first is that the Scott–Vogelius element pair is inf-sup stable on uniform meshes for ...
Nov 10, 2022 · In this work we state two conjectures on this subject. The first is that the Scott-Vogelius element pair is inf-sup stable on uniform meshes for ...
This work state two conjectures that the Scott-Vogelius element pair is inf-sup stable on uniform meshes for velocity degree $k \ge 4$ and that there exists ...
Two Conjectures on the Stokes Complex in Three Dimensions on Freudenthal Meshes. Farrell, Patrick E. ;; Mitchell, Lawrence; ;; Scott, L. Ridgway. Abstract.
Mar 8, 2024 · In this work we state two conjectures on this subject. The first is that the Scott-Vogelius element pair is inf-sup stable on uniform meshes for ...
Mar 5, 2024 · The second is that there exists a stable space decomposition of the kernel of the divergence for [math]. We present numerical evidence ...