Browsing by Author "Díaz Báñez, J. M."

Now showing items 1-2 of 2

    • Characterization of Extremal Antipodal Polygons 
      Aichholzer, O.; Caraballo, L. E.; Díaz Báñez, J. M.; Fabila Monroy, R.; Ochoa Delorenzi, Sergio; Nigsch, P. (Springer, 2015)
      Let S be a set of 2n points on a circle such that for each point p∈S also its antipodal (mirrored with respect to the circle center) point p′ belongs to S. A polygon P of size n is called antipodal if it consists of precisely ...
    • Computing the coarseness with strips or boxes 
      Díaz Báñez, J. M.; Lopez, M. A.; Ochoa, C.; Pérez Lantero, P. (Elsevier, 2017)
      Recently, the concept of coarseness was introduced as a measure of how blended a 2-colored point set S is. In the definition of this measure, a convex partition Π, that is, a partition of S into sets {S1, . . . , Sk} of ...