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    • René Heß's avatar
      Sum factorized evaluation of geometry mappings · 66ef042c
      René Heß authored
      Calculate the evaluation and jacobians of geometry mappings of cells
      using sum factorization. By avoiding all geometry mapping of intersections
      we can avoid the face-twist problem and just make the grid consistens (not
      yet done).
      
      TODO:
      - Make grid consistent
      - Vectorization
      - 3D
      66ef042c
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    • René Heß's avatar
      TensorProductElements (with same degree in all directions) · 34010e9e
      René Heß authored
      - Use TensorProductElement in one example.
      
      - We still use the sumfact option to swicth to the sum factorization
        code branch. This way it is still possible to easily swicth between
        sumfact and non sumfact code.
      
      - Only TensorProductElements with the same degree in all directions
        will work. Anisotropie and adaption of quadrature rule will happen
        in the next commits.
      34010e9e
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