On compact packings of the plane with circles of three radii
22 Aug 2019Please read abstract in the article.
| Authors: | Messerschmidt, Miek |
| Institution: | University of Pretoria |
| Keywords: | Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry, Compact circle packing, Three-packings, Applications, Computational geometry, Circle packing, Compact packing, Euclidean planes, Roots of polynomials, Geometry |