Vectorized algorithms for regular and conforming tessellations of d-orthotopes and their faces with high-order orthotopes or simplicial elements

Francois Cuvelier (1)

1 UP13 - Université Paris 13

Vectorized algorithms are proposed to build regular and conforming tessellations of a d-orthotope made up by high-order orthotopes or by high-order simplices.

Domaines: Analyse numérique [math.NA]

Francois Cuvelier. Vectorized algorithms for regular and conforming tessellations of d-orthotopes and their faces with high-order orthotopes or simplicial elements. 2019. ⟨hal-02425250⟩