References
Note: All web links have been checked as of August 19, 2021.
[1] I. Adamou (2013), Curves and Bisectrices Surfaces and Voronoi Diagram of a Finite Family of Parallel Half-Lines in R3. Doctoral Thesis, University of Cantabria.
[2] P. F. Ash y E.D. Bolker(1985), Recognizing Dirichlet Tessellations, Geometriae Dedicata 19, 175-206, D. Reidel Publishing Company.
[3] J. M. Ballester, Guggenheim Bilbao Museum Collection.
[4] T. Biedl, M. Held y S. Huber, Recognizing Straight Skeletons and Voronoi Diagrams and Reconstructing Their Input.
[5] Z. Kovács, B. Lichtenegger, T. Recio, P.R. Richard y M.P. Vélez (2020), Exploring artwork through Delaunay triangulations. En: Annie Savard, Rebecca Pearce (eds.), MACAS in the Digital Era: Proceedings of the 2019 MACAS (Mathematics and its Connections to the Arts and Sciences) Symposium, Montreal, Quebec.
[6] R. Losada (2014), The dynamic color of GeoGebra. La Gaceta de la Real Sociedad Matemática Española. Vol. 17 (nº 3), 525–547.
[7] R. Losada, Diagramas de Voronoi. Chapter in GeoGebra book.
[8] R. Losada, Escáner de color dinámico. Chapter in GeoGebra book.
[9] R. Losada, Color dinámico. GeoGebra book.
[10] R. Losada, El vaso de Rubin. GeoGebra activity.
[11] R. Losada, Voronoi paintings. GeoGebra book.
[12] R. Losada, La percepción de la forma. GeoGebra book.
[13] R. Losada, Escáner Voronoi. GeoGebra activity.
[14] S. Trivedi (2008), Voronoi Art. En Onionesque Reality.
[15] T. Recio (1998), Cálculo Simbólico y Geométrico, Colección: Educación Matemática en Secundaria, Editorial Síntesis, Madrid.
[16] N. Yau (2019), Voronoi diagram from smooshing paint between glass. In Flowing data.