Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Heilbronn_triangle_problem> ?p ?o. }
Showing items 1 to 28 of
28
with 100 items per page.
- Heilbronn_triangle_problem abstract "In discrete geometry and discrepancy theory, the Heilbronn triangle problem is a problem of placing points within a region in the plane, in order to avoid triangles of small area. It is named after Hans Heilbronn, who conjectured prior to 1950 that this smallest triangle area is necessarily at most inversely proportional to the square of the number of points. Heilbronn's conjecture was proven false, but the asymptotic growth rate of the minimum triangle area remains unknown.".
- Heilbronn_triangle_problem thumbnail Heilbronn_square_n=6.svg?width=300.
- Heilbronn_triangle_problem wikiPageExternalLink packing.html.
- Heilbronn_triangle_problem wikiPageID "1013950".
- Heilbronn_triangle_problem wikiPageRevisionID "603823359".
- Heilbronn_triangle_problem hasPhotoCollection Heilbronn_triangle_problem.
- Heilbronn_triangle_problem id "HeilbronnTriangleProblem".
- Heilbronn_triangle_problem title "Heilbronn Triangle Problem".
- Heilbronn_triangle_problem subject Category:Area.
- Heilbronn_triangle_problem subject Category:Discrete_geometry.
- Heilbronn_triangle_problem subject Category:Mathematical_problems.
- Heilbronn_triangle_problem subject Category:Triangle_geometry.
- Heilbronn_triangle_problem type Abstraction100002137.
- Heilbronn_triangle_problem type Attribute100024264.
- Heilbronn_triangle_problem type Condition113920835.
- Heilbronn_triangle_problem type Difficulty114408086.
- Heilbronn_triangle_problem type MathematicalProblems.
- Heilbronn_triangle_problem type Problem114410605.
- Heilbronn_triangle_problem type State100024720.
- Heilbronn_triangle_problem comment "In discrete geometry and discrepancy theory, the Heilbronn triangle problem is a problem of placing points within a region in the plane, in order to avoid triangles of small area. It is named after Hans Heilbronn, who conjectured prior to 1950 that this smallest triangle area is necessarily at most inversely proportional to the square of the number of points. Heilbronn's conjecture was proven false, but the asymptotic growth rate of the minimum triangle area remains unknown.".
- Heilbronn_triangle_problem label "Heilbronn triangle problem".
- Heilbronn_triangle_problem sameAs m.03z87p.
- Heilbronn_triangle_problem sameAs Q5699425.
- Heilbronn_triangle_problem sameAs Q5699425.
- Heilbronn_triangle_problem sameAs Heilbronn_triangle_problem.
- Heilbronn_triangle_problem wasDerivedFrom Heilbronn_triangle_problem?oldid=603823359.
- Heilbronn_triangle_problem depiction Heilbronn_square_n=6.svg.
- Heilbronn_triangle_problem isPrimaryTopicOf Heilbronn_triangle_problem.