A new approach to handle curved meshes in the hybrid high-order method

HIGHLIGHTS

• who: Liam Yemm from the School of, Monash University, Melbourne, Australia have published the research: A New Approach to Handle Curved Meshes in the Hybrid High-Order Method, in the Journal: (JOURNAL)
• what: The authors show the method to be stable and consistent on curved meshes and derive optimal error estimates in L 2 and energy norms. This operator was briefly mentioned in the appendix of_[17]; however, the authors develop the ideas here without a sub-triangulation, and independent of dimension. In Fig 8 the authors show contour plots of the potential reconstructions of . . .
  

   

  

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