Direct linear interpolation of geometric objects in conformal geometric algebra

HIGHLIGHTS

  • who: H. Hadfield from the (UNIVERSITY) have published the Article: Direct Linear Interpolation of Geometric Objects in Conformal Geometric Algebra, in the Journal: (JOURNAL)
  • what: The authors show that direct linear interpolation of conformal geometric objects can be both intuitive and of practical use. While this approach has been very effective for a variety of problems, it requires the careful crafting of clever cost functions, consideration of the convexity of the underlying space, efficient implementation of the given optimisation scheme etc. The question the authors aim to answer here is: what if the authors just . . .

     

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