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- Circle_packing_in_an_equilateral_triangle abstract "Circle packing in an equilateral triangle is a packing problem in discrete mathematics where the objective is to pack n unit circles into the smallest possible equilateral triangle. Optimal solutions are known for n < 13 and for any triangular number of circles, and conjectures are available for n < 28.A conjecture of Paul Erdős and Norman Oler states that, if n is a triangular number, then the optimal packings of n − 1 and of n circles have the same side length: that is, according to the conjecture, an optimal packing for n − 1 circles can be found by removing any single circle from the optimal hexagonal packing of n circles. This conjecture is now known to be true for n ≤ 15.Minimum solutions for the side length of the triangle:A closely related problem is to cover the equilateral triangle with a given number of circles, having as small a radius as possible.".
- Circle_packing_in_an_equilateral_triangle thumbnail 4_cirkloj_en_60_60_60_triangulo.png?width=300.
- Circle_packing_in_an_equilateral_triangle wikiPageID "31948928".
- Circle_packing_in_an_equilateral_triangle wikiPageRevisionID "587037077".
- Circle_packing_in_an_equilateral_triangle hasPhotoCollection Circle_packing_in_an_equilateral_triangle.
- Circle_packing_in_an_equilateral_triangle subject Category:Circle_packing.
- Circle_packing_in_an_equilateral_triangle type Abstraction100002137.
- Circle_packing_in_an_equilateral_triangle type Attribute100024264.
- Circle_packing_in_an_equilateral_triangle type Circle113873502.
- Circle_packing_in_an_equilateral_triangle type Circles.
- Circle_packing_in_an_equilateral_triangle type Condition113920835.
- Circle_packing_in_an_equilateral_triangle type ConicSection113872975.
- Circle_packing_in_an_equilateral_triangle type Difficulty114408086.
- Circle_packing_in_an_equilateral_triangle type Ellipse113878306.
- Circle_packing_in_an_equilateral_triangle type Figure113862780.
- Circle_packing_in_an_equilateral_triangle type MathematicalProblems.
- Circle_packing_in_an_equilateral_triangle type PlaneFigure113863186.
- Circle_packing_in_an_equilateral_triangle type Problem114410605.
- Circle_packing_in_an_equilateral_triangle type Shape100027807.
- Circle_packing_in_an_equilateral_triangle type State100024720.
- Circle_packing_in_an_equilateral_triangle comment "Circle packing in an equilateral triangle is a packing problem in discrete mathematics where the objective is to pack n unit circles into the smallest possible equilateral triangle.".
- Circle_packing_in_an_equilateral_triangle label "Circle packing in an equilateral triangle".
- Circle_packing_in_an_equilateral_triangle sameAs m.0gvtwn2.
- Circle_packing_in_an_equilateral_triangle sameAs Q5121502.
- Circle_packing_in_an_equilateral_triangle sameAs Q5121502.
- Circle_packing_in_an_equilateral_triangle sameAs Circle_packing_in_an_equilateral_triangle.
- Circle_packing_in_an_equilateral_triangle wasDerivedFrom Circle_packing_in_an_equilateral_triangle?oldid=587037077.
- Circle_packing_in_an_equilateral_triangle depiction 4_cirkloj_en_60_60_60_triangulo.png.
- Circle_packing_in_an_equilateral_triangle isPrimaryTopicOf Circle_packing_in_an_equilateral_triangle.
